Question

A) 13+10t=163 b) 9g-54=162 c) 181-8x=45

Answer 1

13+10t=163

10t=163-10

10t=150

t=15

B)9g-54=162

9g=162-54

9g=108

g=12

c) 181-8x=45

-8x=45-181

-8x=-136

x=17

Answer 2

To solve each of these equations, follow these steps:

A) 13 + 10t = 163

Step 1: Get the variable (t) term on one side and the constant term on the other side. Subtract 13 from both sides: 10t = 163 - 13 10t = 150

Step 2: Solve for the variable (t). Divide both sides by 10: t = 150 / 10 t = 15

So the solution to the equation is t = 15.

B) 9g - 54 = 162

Step 1: Get the variable (g) term on one side and the constant term on the other side. Add 54 to both sides: 9g = 162 + 54 9g = 216

Step 2: Solve for the variable (g). Divide both sides by 9: g = 216 / 9 g = 24

So the solution to the equation is g = 24.

C) 181 - 8x = 45

Step 1: Get the variable (x) term on one side and the constant term on the other side. Subtract 181 from both sides: -8x = 45 - 181 -8x = -136

Step 2: Solve for the variable (x). Divide both sides by -8: x = -136 / -8 x = 17

So the solution to the equation is x = 17.