Question

Solve the equation:-6(x-9)=4(2x-15)

Answer 1

Given : -

Solve the equation :- 6(x-9) = 4(2x-15)

To Find : -

Value of x is = ?

Step-by-step Explanation : -

6(x - 9) = 4(2x - 15)

6x - 54 = 8x - 60

6x - 8x = -60 + 54

-2x = -6

x = -6/-2

x = 3

So , the value of x is 3.

Answer 2

Answer:

After solved the given equation $6(x-9)=4(2x-15)$ we can get the value of $x$. The value of $x$ is $3$.

Step-by-step explanation:

The given equation is,     $6(x-9)=4(2x-15)$  ---------------(1)

now multiply $6$ and $x-9$ on the left side of the equation.

That is,              $6(x-9)=6x-54$

Similarly, multiply $4$ and $2x-15$ on the right side of the equation.

That is,           $4(2x-15)=8x-60$

Equation (1) can be written as,

                          $6x-54=8x-60$

now arrange the $x$ terms on the right side and numeric values on the left side.

That is,              $60-54=8x-6x$

interchange on the both sides. That is,

                         $8x-6x=60-54$

Subtract on the both sides. Then we can get the $x$ value.

                                 $2x=6$

                                  $x=\frac{6}{2}$

                                  $x=3$