How can I simplify or factorize algebraic expressions?

To factor the expression, we have to take Common the highest common factor. There are many best methods for this.If you want to study mathematics from me in a very easy manner.

Factorize means to write algebric expression or numbers in terms of multiples. To factorize numbers you need to know about tables and divisons. To factorize algebric expression you need to know algebric formulas.

Simplifying algebraic expressions If there are brackets then expand out the values and collect like terms to simplify. E.g 2x + y + 3(3x-3) Simplifying this will give 2x + y + 9x-9. By expanding the brackets 11x + y - 9 By collecting the terms Factorising algebraic expressions Factorising expressions involve the opposite of simplifying and involves reversing the expanding of the brackets. Methods for this can vary depending on the the question. E.g. 6x + 54 The common factor here would be 6 Therefore 6(x+ 9) E.g. 4x^2 -16 Here consider values which give a product of 4 for the first term and a product of -16 for 2nd term. Here a lack of a term with just x suggests that the values for the product of -16 will be 4 and -4 hence the values with x term will cancel. (2x-4)(2x+4)

To simplify expressions, you need to understand 'like terms' first. 'Simplify expressions' is simply to add or subtract 'like terms'. For example: 5x + 4xy - 3y + 3x - 4y , 5x and +3x are like terms so you can calculate 5x+3x=8x, similarly -3y and -4y are like terms so you can calculate -3y-4y=-7y. Hence, 5x + 4xy - 3y + 3x - 4y = 8x -7y +4xy To factorise algebraic expressions, different methods can be used depending on different questions. It would be much easier to talk through rather writing down, so you may contact me if you still need help. Good luck with your GCSE exam.

Factorising is the reverse process of expanding brackets. To factorise an expression fully, means to put it in brackets by taking out the highest common factors. The simplest way of factorising is: Find the highest common factor of each of the terms in the expression. Write the highest common factor (HCF) in front of any brackets Fill in each term in the brackets by multiplying out.

To factorise algebraic expressions is to find the HCF of those expressions. So you need basic knowledge on how to find the HCF of Algebraic Expressions.

This is so simple just take your number take lleast common factor of that and try to get some factors like if you multiply them it would be equals to last number and if you add or subtract it would be equal to middle number. Some questions cant be done with lcm you have to apply direct formula on it

Hi! Facorise is to change the expression s as 4X^3-6x^2+12x into an expression that has the form of multiplication of two or more brackets = (2x)(2x^2-3x+6) and when you do the multiplication you get the question. For more exploration and explication just leave me a message.

To factor an algebraic expression you first need to factor out the greatest common factor from each expression. Then, determine how many factors you have left. If there are 2 factors, factor either a difference of two perfect squares or the sum or difference of two cubes. If there are 3 terms left, factor the trinomial. If there' are 4 terms, factor by grouping. These are just general guidelines. I can be more specific if given a problem to work. text me. William.

There is a way to factorise an algebraic expression * Splitting the middle term E.g x²+5x+6 (Split 6 in such a way that product of numbers is 6 and sum is 5) We can split 6 as: 6×1,, 3×2. We observe that 3×2 satisfy the requirements. So factors are (x+3)(x+2)

Firstly you have to understand the algebraic terms like arrange the terms according there degree after that we will find any relation between the terms like any common factor or anything then we will do there factorisation .

Hello Alice, I can help you to simplify algebraic expressions. In mathematics, factoring is the act of finding the numbers or expressions that multiply together to make a given number or equation. Factoring is a useful skill to learn for the purpose of solving basic algebra problems; the ability to competently factor becomes almost essential when dealing with quadratic equations and other forms of polynomials. Thanks!

Simplifying or factorizing algebraic expressions can often be done using various principles and techniques. Here are some steps you can follow: 1. Combine like terms: Combine similar terms to simplify the expression. For example, if you have 3x + 2x, you can combine them to get 5x. 2. Apply the distributive property: Use the distributive property to simplify expressions involving parentheses. For example, if you have 3(x + 2), you can distribute the 3 to both terms inside the parentheses to get 3x + 6. 3. Factor out common factors: Look for any common factors that can be factored out of all terms in the expression. For example, in the expression 6x + 9, you can factor out a common factor of 3 to get 3(2x + 3). 4. Use factoring techniques: If the expression is a quadratic trinomial (degree 2), you can try factoring it using appropriate factoring techniques such as the difference of squares, grouping, or quadratic trinomial factoring methods. 5. Apply special product formulas: If you encounter expressions that fit special product formulas like a^2 - b^2, a^3 + b^3, or a^3 - b^3, use those formulas to simplify the expression. Remember, practice is key to becoming proficient at simplifying and factoring algebraic expressions. By working on various examples and practicing different techniques, you can improve your skills in this area.

When quantities are represented in alphabetical form called as variables(Eg: a, x, t, p, l), instead of numbers, we call it as Algebra. It is the study of finding the values of the unknown, using the known values. Am Algebraic expression is a combination of terms of same or different variables. A term consists of a product of a number and one or more variablles. Example: 2xy is a term, Example for Expression: 2xy+3y-14. It has 3 terms 2xy, 3y, -14. We can see common variables in the first two terms 2xy and 3y. So y is a common factor of both the terms. Last term -14 is a number and so can be left as it is. So, using distributive property of multiplication, we can rewrite the expression as : 2xy+3y-14 = y(2x+3) -14. This was just an example. But we could find the factors for the terms with common variables. And it becomes factorization if the whole expression can be converted into a multiplication of two or more algebraic expressions. So,

Contact me if you are interested to take classes from me for Algebra.

There are only two basic rules by which you can easily factorize any algebraic expressions.To learn that, feel free to contact me

Hi Alice, To simplify expressions: 1- first expand any brackets, 2 - next multiply or divide any terms and use the laws of indices if necessary, 3 - then collect like terms by adding And that's it! :) Let me know if you're looking for a tutor, and we can practice with worked examples so you can feel more confident in it :) Many thanks Chandni

Yes,i can help you.please share your questions.

It is very easy. If u r aware of bodmas, then please apply it, Take comman value out of expression, then factorise it, with the help of elimination or splitting method.

Find the common factors of the function. eg the highest common factor for numbers and the common power for letters.

the exams are over. hopefully you learnt it before hand

One method is by finding the greatest common divisor. i.e, by trial and error method, find a solution of of the given expression by arbitrary substituting valuea into the equation and if it satisfies the equation implies thats a solution of the given equation. Suppose x = a is a solution of the given expression. Implies x-a is a factor of given expression. Now divide the given expression bu x-a by long division method gives the factorization of the given expression. Secondly, use splitting the middle term method.

These types of questions involve grouping your like terms together and your knowledge of the lowest common multiple. I'd be happy to provide a 45minute trial lesson to show you more. Co tact me for further information

Factorise by finding the common factor of each term separated from order of operations (+-×÷). From there, you may spot numbers or fractions that can be further simplified.

Follow your GCSE student book in this topic. It has a number of examples and exercises. You need to practice several times which will make you a successful student. If you need further help contact me for free lessons.

Alice, you need to know the expression first and check all the expressions that are likely common in the mathematical expressions. Later then you bring the common alphabets and numbers out and you factorize it completely... The key to note here is that the two factors which must be in brackets must be the same and the other factor picked as one.

Yiu need to take the common factors out.

Combine like terms, or terms with the same variable part, to simplify expressions. Use the distributive property when multiplying grouped algebraic expressions, a(b+c)=ab+ac.

In algebra, simplifying and factoring expressions are opposite processes. Simplifying an expression often means removing a pair of brackets but factoring means opposite- put into brackets… I hope this helps 😊

Factor the numerator and denominator as much as possible. Cancel out any factors that are in both the numerator and denominator. The result is your simplified expression.

to simplify you need to add/subtract like terms, to factorise you need to find the highest common factor (HCF) of each of the terms in the expression and put outside bracket.

Algebraic Expressions can be factorized using many methods. The most common methods used for factorization of algebraic expressions are: Factorization using common factors. Factorization by regrouping terms. Factorization using identities.

You can simplify or factorize algebraic equations by using three methods namely: 1) factorization method, 2) completing the square method and 3) formular method. Any of these will give you the solution to the problem.

Hello Alice; You can factorised by highest number of multiplication or expression based on terms of factorization. It's easy to solve dear; more information You can contact me.Thank youBest RegardsDeepak Rajput (find tutors)

Identify any like terms in the expression... have the same variables raised to the same powers. Combine these terms by adding or subtracting . If the expression contains parentheses, apply the distributive property. performing any remaining operations, . Follow the order of operations PEMDAS/BODMAS . . Factor out the common factors by dividing each term by the greatest common factor. After factoring, simplify the expression further if possible. Look for any common factors or any terms that can be combined.

Hi Alice, message me I can help you. All you need to be comfortable with algebraic factorisation is solving quadratic, cubic and quartic in terms of coefficients. If you know that I assure you, you can factorise almost anything which is factorisable. Good luck

There are different methods for factoring algebraic expressions, but one common one is to look for common factors and use distributive property. You can also try grouping terms or using special formulas for factoring certain expressions.

It's largely trial and error. If you can by find a root, you have found a factor.

1. Look for the greatest common factor. 2. Factor the remaining polynomial if possible. 3. Simplify your result.

For factorize the algebraic function you need to do following steps:- i.e x2-4x+4 = 0 is the function then to factorize this step 1:- find the factors of coefficient of middle term which is same as last step in this case -2 x -2 = 4 which is equal to 4 and equivalent to both the above term. step 2:- (x2-2x-2x+4) write middle term as both the factors. step 3:- find common things in both the terms x(x-2)-2(x-2) step 4:- so the factors are (x-2) (x-2) for more maths lesson please contact +91 8320327558

Hello Alice. Algebraic expressions can be tricky to solve BUT the key is applying the rules of algebra. Once you are able to identify which rules can be applied to the problem, the solution becomes easy. Let us meet online with some of your questions and learn with me how to solve them easily

Simplifying an expression often means removing a pair of parentheses; factoring an expression often means applying them.

Simplify is getting something into its lowest form e.g 2ab/4abc= 1/2c Factorising is taking out the highest common factor e.g 2abc+4bcd= 2bc(a+2d)

Your first step is to put the "like terms" together. This includes from one side of the = sign to the other. Remember: If a value is add/subtracted from one side; It is also to be done to the other side. Here's a different situation: x^2+4x-12. Use (x +- ?)*(x +- ?) ; the x*x = x^2. Step 2: What*what=-12; added together=4? Answer: 6,-2. Placed into the formula=(x+6)(x-2).

Let us meet for tutoring and I will explain to you clearly face to face.

Hi Alice, for simplifying algebraic expressions and factorising, I recommend that you have a look at these videos linked and practice some questions to consolidate your learning: https://www.youtube.com/watch?v=yIShSwge8bw https://www.youtube.com/watch?v=0Nc22d2mdm8 (simplifying expressions) https://www.youtube.com/watch?v=CPzWzl3U5Gg (factorising quadratics)

Hi Alice to factorise and algebraic fraction you have to start off by finding the highest common factor. For example to factorise 6x 3 our highest common factor is 3. Now in a factorised form your answer will be 3(2x 1). If you have any more questions don’t hesitate to message me.

I will make you understand by an example. Suppose there is a fraction 6/8 .Now ... at first you have to find the common factor between the denominator and numerator. At first you have to practice with small digits like following..... 6/8 = (2×3)/(2×2×2) So there's only one common factor and that is 2. So you have to divide the common factor from the numerator and denominator both. Thus you will find the simplified fraction. This simplification will continue until there's no common factor left. So .. as per the example , 6/8 = (2×3)/(2×4) , Now by simplification we get 3/4= 3/(2×2), no more common factor left , so by that we can tell that's the simplified form. we have to divide the denominator and numerator by the common factor 2 and the answer is becoming 3/4. Another example., 20/ 16= (2×10)/(2×8) by simplification or dividing by common factor we get 10/8 = (2×5)/(2×4) by simplification again we get 5/4= 5/(2×2) ; no more common factor left so the simplified form is 5/4.Thus you will have to practice with small digits and then with greater digits. After practicing you won't feel need to do the whole process, you will able to guess by just seeing the problem. Math is just practice and practice. You will be good at it. 👍If any other query you can reach me.

Example: Simplify and factorize the expression 2x 4 3x - 1.Step 1: Combine like termsCombine the terms that have the same variable (in this case, x) by adding or subtracting their coefficients. The expression becomes:(2x 3x) (4 - 1)Simplifying this gives:5x 3Step 2: Factorize, if possibleIf there are common factors among the terms, you can factor them out. In this example, there are no common factors other than 1, so the expression is already fully simplified.Final simplified form:5x 3It's important to note that the process of simplifying and factorizing expressions can become more complex with more terms and higher-order polynomials. In such cases, additional techniques, such as factoring by grouping or using specific formulas, may be required. contact me for a more in-depth explanation and assistance in passing your exam.

Simplifying an algebraic expression means to make it to the simplest form without any further actions on it. It is in the base form and that's it. Factorizing means to express the algebraic expression into it respective common factors. There are so many ways to do simplification and factorization. Feel free to contact me if you want help from me. Always glad to help!

To simplify or factorize algebraic expressions; 1. Combine like terms. 2. Apply the distributive property. 3. Factor out common factors. 4. Use factoring techniques. 5. Simplify fractions. 6. Look for special patterns. You may reach me for more details explanation...

At first take some common term & divide the remaining term by the common term.

Assuming you have an algebraic equations such as: 2yx-4y+10x-20 Solution: 2yx-4y+10x-20 Group and collect like terms in expression = 2y(x-2)+10(x-2) From the grouping, further collect the common terms found in the expression >>> Let z =x-2 >>2y(z)+10(z) Therefore, >>(2y+10)(z) Substituting for z >>>(2y+10)(x-2) Factorized

Two ways to do it. Trail and error method is there. If you have a quadratic expression better use sum and product method. If its a 3rd degree expression use trial and error method then divide the expression by the answer then we will be having quadratic expression. The use sum and product method.

when factorising an expression firstly, we look for the HCF (highest common factor) of the terms in the given expression. Then you group the terms accordingly. Finally you should have a factorise expression. When simplifying its simple all we do is look for terms with either similar letters e.g 2x and 4x and we plus or minus these depending on the sign in-front of both terms! hope this helps - mollie

Find the highest common factor of each of the terms in the expression. Write the highest common factor (HCF) in front of any brackets.

group the same letters together

First of all, collect together similar terms (for example all terms with x in) to make the simplification process easier. When you've done this find the highest common factor and divide the terms through if you can. Any more explanations you need feel free to contact me.

Hello Alice ,To simplify or to factorize an algebraic expression ,we have to get the like terms together ,the ones with the common letters, factor out the common factor if there is ,then apply the rules of BODMAS where applicable .This is for a basic algebraic expression .Thank you

Being ABC smart makes solving algebra as easy as ABC! Factorize is simply finding the common term in an expression or equation. And you have to be able to represent that in a single parenthesis or double parenthesis as the case may be. It is not something to memorize you need to know how and when.

In simple terms, factorise means put into brackets so that its a little easier to understand and use. This is done by finding a common multiple of numbers or letters and taking it out of the bracket. Example is 6P+3. It can be simplified by breaking down the 6 and 3 as much as possible. So 6P+3 This is broken down as 3x2xP +3. Then take out the 3 and put the rest inside the bracket gives 3x(2P +1). Finally 3x ( ) is same as 3( ). Therefore the expression becomes 3(2P+1) If you multiply 3 by 2P it gives 6P. If you multiply 3 by 1, you get 3. This gives you 6P+3 which is same as original expression. I hope that was clear.

The factorization of algebraic expressions refers to this process for finding two or more expressions whose product is the original algebraic expression asked in thequestion. A factor is a expression that divides a given expression without any remainder. It can be done by finding greatest common factor

You simply need to find something all of the number or integers have in common, and then divided each number or integer by thing they all have in comments. The common number of the divisor is left outside the bracket and the divided algebra is left inside the bracket. E.g. 5x 10 factored is 5( x 2).However if it’s a question like x^2 6x 9,We will have ask ourselves what we number multiple to get 9 but add to get 6, in this case it was 3 therefore we have 2 brackets due to x^2 therefore the answer is (x 3)(x 3).These I can be considered as a simple factorisation, if you need more support you contact me - Fitsum

You first find the highest common factor for each term in the expression and then you divide throughout by that highest common factor. Its so easy actually. Contact me for examples and clarification.

For example: 5x + 4xy - 3y + 3x - 4y , 5x and +3x are like terms so you can calculate 5x+3x=8x, similarly -3y and -4y are like terms so you can calculate -3y-4y=-7y. Hence, 5x + 4xy - 3y + 3x - 4y = 8x -7y +4xy

Move all the values of x on to one side and solve from there. For further advice feel free to reach out to me!

It depends with the algebraic expression. You can use the Highest Common Factor method, Difference of Two Squares, Factorization of a polynomials or of a Quadratic expressions. So basically it depends with the expression you want to factorize.

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Hi Alice, Simplifying and factorizing algebraic expressions involve the following key steps: Simplify expressions: Combine terms that have the same variables and powers. Example: 2x + 5x = 7x Factorize expressions: Break down an expression into its simplest form: a. Greatest Common Factor (GCF): Identify the largest number or term that divides all coefficients or constants evenly. Example: 12x + 18y = 6(2x + 3y) b. Factoring by grouping: Useful when you have four or more terms. Group the terms in pairs and factor out the GCF in each pair. c. Factoring special forms: Some expressions have special forms like difference of squares (a² - b² = (a - b)(a + b)), perfect square trinomial, difference of cubes, and sum of cubes. d. Factoring quadratics: Find two numbers that add to equal the coefficient of the middle term (b), and multiply to equal the constant term (c). Example: x² - 5x + 6 = (x - 2)(x - 3) You can reach out to me via +2347068782597,

Simple factors mean piece . So In maths you can find factor through take highest common factor . And also many other method

You first have to find the common letters and the look for factors and common numbers

3x+6= 3X x +3x2= 3(x+2) because we first factorise then look for a common factor .What''s left goes inside the bracket For quadratics it takes longer to explain

When you are simplifying expressions, you want to find a common factor. This is a number that goes into all the coefficients of an algebraic equations. For example, 5x+10y can be simplified to 5(x+2y) because 5 is a common factor.

Factorisation is processed by the methods Factorisation Completing square method Quadratic formula And factorization is the simplest way to favtorize an equation

Hi Alice, To simplify or factorize algebraic expressions, write the expression as a product of two or more terms. The different techniques that can be used to do this include: factorisation method, completing the square method and formula method. Each of them is simple to apply, and can be illustrated in a brief session on a white board. I hope this helps. Joseph

I am ready to teach you every thing you need to know on factorezing algebraic expression for free and let you decide to continue or not

firstly, you would look for the common factors in the algebraic expressions for example: 3x +6x in this case the common factors are 3 and x as both 3 and 6 are in the three times tables and x is a common factor aswell. When u factorise it you would put the common outside the brackets like so: =3x(1+2) the reason why there is a 1 in the brackets is bc to get 3x u would times by . The reason why there is a 2 in the brackets is because you need use the common to get 6x which is 2.

Firstly, try and see if their are any common factors between to terms in the expression, if there are, take the factor out and repeat until it is no longer possible.

To simplify any algebraic expression, the following are the basic rules and steps: 1.Remove any grouping symbol such as brackets and parentheses by multiplying factors. 2.Use the exponent rule to remove grouping if the terms are containing exponents. 3.Combine the like terms by addition or subtraction. 4.Combine the constants.

you find common letters, X or Y or x^2 or Y^2 baring in mind x and x squared are different. Collect the like terms (e.g: 5x + 6y-2x-5y here it will be 5x-2x which is 3x and 6y -5y which is y)

Hi Alice, The best place to start is by looking for the highest common factor (the biggest number than all the terms in the expression can be divided by). I offer GCSE Maths tutoring so do drop me a message if you'd like more help with this!

yes

Follow these steps: a. Combine like terms: Group together terms with the same variables and exponents. For example, in the expression 3x + 2x - 5x, you can combine the x terms to get 3x + 2x - 5x = (3 + 2 - 5)x = 0x = 0. b. Perform operations: If there are any operations like addition, subtraction, multiplication, or division, carry them out as necessary. Be sure to follow the order of operations (PEMDAS: Parentheses, Exponents, Multiplication and Division, Addition and Subtraction). c. Remove any unnecessary parentheses: If the expression contains parentheses that are not needed for grouping terms, you can eliminate them. Example: Simplify the expression: 2(3x + 4) - (x + 2) + 3(x - 5) Solution: Step 1: Distribute the 2 and 3. 2(3x + 4) - (x + 2) + 3(x - 5) = 6x + 8 - x - 2 + 3x - 15 Step 2: Combine like terms. 6x + 8 - x - 2 + 3x - 15 = (6x - x + 3x) + (8 - 2 - 15) = 8x - 9 The simplified expression is 8x - 9.

To factorise an expression means to put it in brackets by taking out the highest common factors. The simplest way of factorising is to find the highest common factor of each of the terms in the expression. Write the highest common factor in front of any brackets.

hi Alice, you simplify algebraic expressions in brackets form, to do this ,you need to find a common factor within the expression then group the numbers and letters together.

For Expressions without fractions, all you do is group like terms before simplification. But for expression with denominators, must first remove the fractions before simplification

Hi Alice, there ways to employ when simplifying or factorizing algebraic expressions and you can always choose the one you are more comfortable with. for Simplification, use these steps; 1. Remove any grouping symbol such as brackets and parentheses by multiplying the factors. 2. Use the exponent rule to remove grouping if the terms contain exponents. 3. Combine the like terms by adding or subtracting. 4. Combine the constants. When it comes to factorization, there are six different approaches to use, depending on the nature of the expression. These include; 1. Grouping Method 2. Highest Common Factor(HCF) Method 3. Sum or difference in two cubes 4. Difference in two squares Method 5. General trinomials 6. Trinomial Method. If you want more assistance on this, kindly contact me and I will be of great service. You can also contact me for any assistance you will need for your GCSE exam.

By applying the middle term splitting rule and other rules by understanding the basic concepts of algebraic expressions. You can also find by using algebraic identities. You can contact me to understand the basic algebra.

Hi there, no problem at all. Imagine we have an expression, let us say just 2x, to keep things simple. 2x is already quite simple, but we can simplify (or factorise) it even further! To do this, we look for 2 simpler terms which, when multiplied, will give us 2x. In this case, it would be (2) by (x), and so the factors of 2x are 2, and x. This is the same process that is followed no matter how complicated the expression. Even the best mathematicians need practice to find factors, as it's a bit like working backwards. Hope this helps!

Factorizing algebraic expressions is easy. First step: To know how many factors. Example: Quadratic Equation=2factors. Depending on the degree of the equation, no. of factors differ. Step 2: (Trial & error) Most common method to find 1st factor is to substitute and find the first solution. (-2,-1,0,1,2) are the most common roots. Please reply the degree of polynomial and get step by step solution.

Different methods are used depends on the equation

Algebraic equations r itself calculative bt you can learn short tricks to short the calculation

Dear Alice, Yes I can help you for factorizing algebraic expressions. Using HIghest Common Factor easily you can do this. Let me know if you need more help. Thanks and Regards

Hello Alice, so to simplify expressions first expand any brackets, next multiply or divide any terms and use the laws of indices if necessary, then collect like terms by adding or subtracting and finally rewrite the expression. Then to factorise, find the highest common factor of each of the terms in the expression. Write the highest common factor in front of any brackets. Hope this helped you!

You need to put your expression in order. Then, investigate and find highest common factor, next thing is leave the common factor outside the bracket and divide each term by it and out them inside the bracket. eg. 8xy + 12xz = 4x(2y + 3z) be aware of invisible multiplying sign.

You need to put your expression in order. Then, investigate and find highest common factor, next thing is leave the common factor outside the bracket and divide each term by it, and put the results inside the bracket. eg. 8xy 12xz = 4x(2y 3z) be aware of invisible multiplying sign.

you simplify these expressions by 1. expanding brackets if any exist 2. Collect like terms and unlike terms together. 3.factorise common terms and cancel out terms

Hi Alice Not sure whether this is to late but here goes. Simplifying an expression often means removing a pair of parentheses; factoring an expression often means applying them. If it is a quadratic expression then first put this into two brackets by finding the correct values of factorisation. If it is a linear expression then you will need to factorise for common letters and numbers. The key thing to remember is the purpose of these questions is to find like for like expressions above and below to allow you to cancel down and make the expression easy. So once you have factorised above, then you have to factorise below and the key is that the expressions above and below will match some where to allow for the cancellation to take place. If it doesn't then there has been something done incorrectly. Hopefully this will help, come back to me if it doesn't make sense and I can create a work example in and respond again. Best wishes Mr Singh

There is more than one method for factorizing algebraic expressions depending on the expression given. Finding the highest common factor is used for simpler expressions. Book a session with me and I'll teach you all methods with examples to practice with!

Simplifying Algebraic Expressions: Combine similar terms by adding or subtracting their coefficients. For example, simplify 2x + 3y - x + 2y to x + 5y. Factorizing Algebraic Expressions: Factor by identifying common factors or using patterns. For instance, factor x^2 - 4 as (x + 2)(x - 2) using the difference of squares pattern.

Start by looking out for what is common in the expression. note that the word factorize is from the word factor, which means an entity that divides other entity without a remainder. e.g 2 can divide 4 and so 2 is a factor of 4. send a message and let me further explain to you.thank you

To learn factorization you need to understand what expression is algebraic then tables and factors, nothing else. I can teach you factorization only in 15 minutes if you want to learn contact me.