Question 14
Algebraic ExpressionsGiven that p⅓ = ∛q/r, make q the subject of the equation.
- A.q = p√r
- B.q = p3r
- C.q = pr3
- D.q = pr⅓
Show the answer and explanation
Answer: C (q = pr3)
Explanation
∛q = rp⅓. Cube both sides: q = r3p = pr3.
Given that p⅓ = ∛q/r, make q the subject of the equation.
Answer: C (q = pr3)
∛q = rp⅓. Cube both sides: q = r3p = pr3.