Question

one-step and two-step equation sticker for the win ws
directions: the value of the variable has been given to you. you must show all work as you solve to get the correct answer!
$x + -8 = -22$
$x = -14$
$-8a = 88$
$a = -11$
$-6 = \frac{y}{-5}$
$y = 30$
$g - 14 = 35$
$g = 49$

Explanation:

Step1: Solve \( x + (-8) = -22 \)

Add 8 to both sides: \( x + (-8) + 8 = -22 + 8 \)
Simplify: \( x = -14 \)

Step2: Solve \( -8a = 88 \)

Divide both sides by -8: \( \frac{-8a}{-8} = \frac{88}{-8} \)
Simplify: \( a = -11 \)

Step3: Solve \( -6 = \frac{y}{-5} \)

Multiply both sides by -5: \( -6 \times (-5) = \frac{y}{-5} \times (-5) \)
Simplify: \( y = 30 \)

Step4: Solve \( g - 14 = 35 \)

Add 14 to both sides: \( g - 14 + 14 = 35 + 14 \)
Simplify: \( g = 49 \)

Answer:

All equations are solved correctly. The solutions are \( x = -14 \), \( a = -11 \), \( y = 30 \), \( g = 49 \).