All G.

asked • 02/22/24

Find f '(a). f(t) = (2t + 2)/ (t + 3)

Find f '(a). f(t) = (2t + 2) / (t + 3)

Mark M.

Repost using grouping symbols to make numerator and denominator explicit.
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02/22/24

Kirsten E.

tutor
Assuming that you are grouping f(t) = (2 t + 2) / ( t + 3) , the QUOTIENT RULE is required: d/x (f/g) = (f' g - f g') / g^2 for the f(t) that I defined above, this will look like: f ' (t) = (2(t+3) - (2 t + 2) ) / (t+3) ^ 2 Distributing a combining like terms; this simplifies to f'(t) = 2 / (t +3)^2
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02/22/24

1 Expert Answer

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Yanni L. answered • 02/24/24

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