Translate the statement of variation into an equation and use k as the constant of variation. A varies jointly as n and t .
A)A = knt
B)n = kAt
C) $C = \frac { k t } { m }$
D)A = nt
E) $C = \frac { k } { m t }$

Question

Quizplus · Accepted Answer

The statement "A varies jointly as n and t" means A is directly proportional to both n and t, which is represented by the equation A = knt, where k is the constant of variation.

Translate the Statement of Variation into an Equation and Use C=ktmC = \frac { k t } { m }C=mkt​

Translate the Statement of Variation into an Equation and Use $C = \frac { k t } { m }$