Question

1. solve for i (equation partially visible)
2. isolate the variable p

a = lp + b

1. solve for q

u = (q - 2)/4

1. solve the equation for k (partially visible, equation: ymk - g = t)
2. find the expression that represents the value of a

r = (1/3)(3a - 12)

1. isolate the variable h

cs - h = g

1. solve the equation for a

6a = 5(u - 4)

1. solve for v

6b - v = c

Explanation:

Let's solve one of the problems, say problem 7: Solve the equation \( 6a = 5(u - 4) \) for \( a \).

Step 1: Divide both sides by 6

To isolate \( a \), we divide both sides of the equation \( 6a = 5(u - 4) \) by 6.
\( \frac{6a}{6} = \frac{5(u - 4)}{6} \)

Step 2: Simplify

Simplifying the left side, \( \frac{6a}{6} = a \).
So we get \( a = \frac{5(u - 4)}{6} \) (we can also expand the numerator: \( a = \frac{5u - 20}{6} \))

Answer:

\( a = \frac{5(u - 4)}{6} \) (or \( a = \frac{5u - 20}{6} \))

If you want solutions for other problems, please specify which one (e.g., problem 2, 3, etc.), and I'll provide the step - by - step solution.