Write an equation that relates the variables. s is directly proportional to the ffth power ext { ffth power } ffth power of tA) s = k t 5 s = k t ^ { 5 } s = k t 5 B) s = k t 5 s = \frac { k } { t ^ { 5 } } s = t 5 k C) s = k t s = \frac { k } { t } s = t k D) s = k t s = k t s = k t E) s = 5 k t s = 5 k t s = 5 k t

Question

Write an equation that relates the variables. s is directly proportional to the    ffth power  	ext { ffth power }  ffth power    of tA)    s = k t 5 s = k t ^ { 5 } s = k t 5 B)    s = k t 5 s = \frac { k } { t ^ { 5 } } s = t 5 k ​ C)    s = k t s = \frac { k } { t } s = t k ​ D)    s = k t s = k t s = k t E)    s = 5 k t s = 5 k t s = 5 k t

Jerome Nyamekye · Accepted Answer

Final Answer : A, Explanation :  The word directly proportional means that as one variable increases, the other variable also increases. The phrase ffth power of t means that t is being raised to the 5th power. Therefore, the equation should be in the form s = k times t to the power of 5. Only choice A matches this form.

Write an equation that relates the variables. s is directly proportional to the $\text { ffth power }$ of t

A) $s = k t ^ { 5 }$
B) $\frac { k } { t ^ { 5 } }$
C) $\frac { k } { t }$
D) $s = k t$
E) $s = 5 k t$

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Learning Objectives

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Write an equation that relates the variables. s is directly proportional to the ffth power \text { ffth power } ffth power of tA) s=kt5s = k t ^ { 5 }s=kt5 B) s=kt5s = \frac { k } { t ^ { 5 } }s=t5k​ C) s=kts = \frac { k } { t }s=tk​ D) s=kts = k ts=kt E) s=5kts = 5 k ts=5kt

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Learning Objectives

Learning Objectives

Related questions

Write an equation that relates the variables. s is directly proportional to the $\text { ffth power }$ of t

A) $s = k t ^ { 5 }$
B) $\frac { k } { t ^ { 5 } }$
C) $\frac { k } { t }$
D) $s = k t$
E) $s = 5 k t$