Translate the statement of variation into an equation and use k as the constant of variation. d varies directly as the cube of t . A)t = kd ³ B)d = t ³ C) $d = \frac { k } { b ^ { 3 } }$ D)d = kt ³ E)d = kt

Question

Quizplus · Accepted Answer

The statement of variation "d varies directly as the cube of t" can be written as an equation: d = kt^3 where k is the constant of variation. Therefore, the answer is D as it has the correct equation and uses k as the constant of variation.

Translate the Statement of Variation into an Equation and Use d=kb3d = \frac { k } { b ^ { 3 } }d=b3k​

Translate the Statement of Variation into an Equation and Use $d = \frac { k } { b ^ { 3 } }$