Find the functional value $h ( u )$ if $h ( r ) = 3 r + 4 p$
A) $h ( u ) = 7 ( u + r )$
B) $h ( u ) = 7 u$
C) $h ( u ) = 7 ( p + u )$
D) $h ( u ) = 3 r + 4 r$
E) $h ( u ) = 3 u + 4 p$

Question

Quizplus · Accepted Answer

To find the value of h(u), we need to substitute u in place of r in the given function. Therefore, we get:
h(u) = 3u + 4p
Option E matches this expression, hence it is the correct choice.

Find the Functional Value h(u)h ( u )h(u) If h(r)=3r+4ph ( r ) = 3 r + 4 ph(r)=3r+4p

Find the Functional Value $h ( u )$ If $h ( r ) = 3 r + 4 p$