Find a mathematical model for the verbal statement:
"Q is jointly proportional to the cube of h and the square root of m."

A) $Q = k h ^ { 3 } \sqrt { m }$
B) $Q = k \sqrt { h ^ { 3 } m }$
C) $Q = k h ^ { 2 } \sqrt [ 3 ] { m }$
D) $Q = k \sqrt [ 3 ] { h m ^ { 2 } }$
E) $Q = k \sqrt [ 3 ] { h m }$

Question

Find a mathematical model for the verbal statement: ​
"Q is jointly proportional to the cube of h and the square root of m."
​
A) $Q = k h ^ { 3 } \sqrt { m }$
B) $Q = k \sqrt { h ^ { 3 } m }$
C) $Q = k h ^ { 2 } \sqrt [ 3 ] { m }$
D) $Q = k \sqrt [ 3 ] { h m ^ { 2 } }$
E) $Q = k \sqrt [ 3 ] { h m }$

Quizplus · Accepted Answer

The statement "Q is jointly proportional to the cube of h and the square root of m" directly translates to the mathematical model $Q = k h^3 \sqrt{m}$, where $k$ is the constant of proportionality.

Find a Mathematical Model for the Verbal Statement: ​ "Q Q=kh3mQ = k h ^ { 3 } \sqrt { m }Q=kh3m​

Find a Mathematical Model for the Verbal Statement:
"Q $Q = k h ^ { 3 } \sqrt { m }$