Question

if H(3)=1, H'(3)=3, F(3)=5, F'(3)=4, find
(a) G'(3) if G(z)=F(z)*H(z)

Answer 1

I assume you want to take the derivative of this, soo....
G(z)=F(z)*H(z)
NOTE: []=PRIME
[G(z)]=[F(z)](H(z))+(F(z))[H(z)]
plug in the nubmers
[G(3)]=(4)(1)+(5)(3)
[G(3)]=19
I hope you can understand what I did there

Answer 2

\[G'(3) = 5* 3 + 1 * 4 = 15+4 = 19\]

Answer 3

Where did you find teh prime thingy?

Answer 4

Remember to use the product rule. I showed the work, but it must have gotten deleted.

The "prime thingy" is just one '

Answer 5

Ohhh wait nevermind, I could have used '. LOLLL