Make Q the subject of formula when (L=frac{4}{3}Msqrt{PQ})
- A.
(frac{9L^2}{16M^2}P) - B.
(frac{3L}{4Msqrt{P}}) - C.
(frac{sqrt{3L}}{4MP}) - D.
(frac{3L^2}{16M^2}P)
Correct Answer: Option A
Explanation
(L=frac{4}{3}Msqrt{PQ}\
=frac{3}{4M} times L = sqrt{PQ}\
=left(frac{3L}{4M}right)^2=(sqrt{PQ})^2\
=frac{9L^2}{16M^2}=PQ\
=Q=frac{9L^2}{16M^2 P})