2 Answers

Wilt · Answer 1 · 2023-03-10T16:47:44+0000

Given:

$4x-\frac{1}2}=x+7$

To find:

The value of
$4x-\frac{1}2}=x+7$

Solution:

We can given equation
$4x-\frac{1}2}=x+7$ by transforming the variables on one side and the constants on the other side.

Therefore,

$4x-\frac{1}2}=x+7$

4x - x = 7 +
(1)/(2)

3x =
(7(2)+1)/(2)

3x =
(14+1)/(2)

3x =
(15)/(2)

x =
(15)/(2(3))

x =
(5)/(2)

Final answer:

On solving the equation
$4x-\frac{1}2}=x+7$ the value of x is
(5)/(2)

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