Question

6x+1=4x+19 ...........

Answer 1

Do I understand coorectly, you have the following equation

6x+1=4x+19

and you want to know what x is?

first, let's put all the expressions with x on one side and all else on the other side:

6x-4x=19-1

and calculate this 2x=18

and divide by 2:

x=9

and this is the answer!

Answer 2

6x + 1 = 4x + 19

First, subtract '1' from both sides.
$6x = 4x + 19 - 1$
Second, subtract '19 - 1' to get '18'.
$6x = 4x + 18$
Third, subtract '4x' from both sides.
$6x - 4x = 18$
Fourth, subtract '6x - 4x' to get '2x'.
$2x = 18$
Fifth, take the '2', leaving the 'x' by itself and divide both sides.
$x = \frac{18}{2}$
Sixth, since '18 ÷ 2 = 9', simplify the fraction to '9'.
$x = 9$

Answer: x = 9