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{0} / {1} characters recommended
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Hi Izzy! 0 is the correct answer here. Since you cannot divide both sides by x in this case, I would advise using this method:
4x = 2x
4x - 2x = 0
x(4 - 2) = 0
To make this statement true:
either 4 - 2 = 0 (which is incorrect)
or x = 0, as you stated
Let me know if this makes sense or if you'd like me to explain a different way :)
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0
0
0
Binaz V
Hello Izzy,
Let's break it down:
Given the equation:
4x = 2x
To solve for
š„
x, subtract
2
š„
2x from both sides:
4x - 2x = 0
Simplify:
2x = 0
Now divide both sides by 2:
x = 0
Why is
š„
=
0
x=0?
When you simplify the equation,
2
š„
=
0
2x=0 clearly shows that
š„
x must equal
0
0 for the equation to hold true. Here's why:
When
š„
=
0
x=0, substituting back into the original equation gives:
4
(
0
)
=
2
(
0
)
4(0)=2(0), which is true because both sides equal 0.
This result makes sense because if
š„
=
0
x=0, multiplying it by any number results in 0, ensuring both sides of the equation remain equal.
So, yes,
š„
=
0
x=0 is correct!
Write an answer
0
0
0
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