Question

X:6-36=24, x:3-18=12

Answer 1

Х/6-36=24 умножаем все уравнение на 6 чтобы избавиться от дроби

Х-216=144

Х=360

360/6-36=24

24=24

Х/3-18=12 умножаем на 3

Х-54=36

Х=90

90/3-18=12

12=12

Answer 2

It seems like you have two equations:

1. X:6-36=24
2. x:3-18=12

It's important to clarify the notation used here. Usually, "x" or "X" represents an unknown variable, and ":" is not a standard mathematical operator. However, based on the context, I assume ":" is intended to represent division. So, the equations can be rewritten as:

1. X/6 - 36 = 24
2. x/3 - 18 = 12

Now, let's solve each equation separately:

1. X/6 - 36 = 24

To isolate X, first, we add 36 to both sides of the equation:

X/6 = 24 + 36 X/6 = 60

Now, to get the value of X, we multiply both sides of the equation by 6:

X = 60 * 6 X = 360

So, the solution to the first equation is X = 360.

2. x/3 - 18 = 12

To isolate x, first, we add 18 to both sides of the equation:

x/3 = 12 + 18 x/3 = 30

Now, to get the value of x, we multiply both sides of the equation by 3:

x = 30 * 3 x = 90

So, the solution to the second equation is x = 90.