Question

4x/2=3x-11 find x pls help

Answer 1

The answer is 5x

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Answer 2

Given Equation : $\sf{ \dfrac{4x}{2} = 3x - 11}$

To Find : The value of x?

Solution :

$\leadsto \: \sf{ \dfrac{4x}{2} = 3x - 11}$

$\leadsto \: \sf{ \dfrac{4x}{2} - 3x = 11}$

$\leadsto \: \sf{ \dfrac{4x - 6x}{2} = 11}$

$\leadsto \: \sf{ \dfrac{-2x}{2} = 11}$

$\leadsto \: \sf{-2x = 11 × 2}$

$\leadsto \: \sf{x = \dfrac{11 × 2}{-2} }$

$\leadsto \: \sf{x = -11}$

Hence, x = -11.

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Verification :

Substituting x = -11, we get

$\longmapsto \: \mathfrak{ \dfrac{4x}{2} = 3x - 11}$

$\longmapsto \: \mathfrak{ \dfrac{4 × -11}{2} = 3 × (-11) - 11}$

$\longmapsto \: \mathfrak{ -22 = -22}$

Hence, verified. ✓