Question

8. 3 = q/11

N/-2 = -15

Answer 1

The student's question requires solving two separate algebraic equations, yielding the solutions q=33 and N=30.

Step-by-step explanation:

The student's question involves solving for variables in algebraic equations, which is a common topic in high school mathematics. The given problems, "3 = q/11" and "N/-2 = -15" are straightforward linear equations. To solve for 'q' in the first equation and 'N' in the second equation, we can perform simple algebraic manipulation.

For the first equation, multiply both sides by 11 to isolate 'q':

1. q = 3 × 11
2. q = 33

For the second equation, multiply both sides by -2 to isolate 'N':

1. N = -15 × (-2)
2. N = 30

Thus, q equals 33, and N equals 30.