Express the verbal model " P varies directly with the square of a and inversely with the cube of j " into symbols. A) P = $\frac { K a ^ { 2 } } { j ^ { 3 } }$ B) P = Ka²j³ C) P = $\frac { K \sqrt { a } } { \sqrt [ 3 ] { j } }$ D) P = $\frac { K \sqrt { a } } { j ^ { 3 } }$

Question

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The correct symbolic representation is $P = \frac { K a ^ { 2 } } { j ^ { 3 } }$, indicating P varies directly with $a^2$ and inversely with $j^3$.

Express the Verbal Model " P Varies Directly with the Square