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Let f(3) = 0, f '(3) = 6, g(3) = 1, and g '(3) = 1/3. If h(x) = f(x)*g(x), find h '(3).

Question ID
539546

Created
April 30, 2011 4:40pm UTC

Rating
1

URL
https://questions.llc/questions/539546

Answers
2

Views
929

2 answers

  1. Use the rule of products:
    h'(x)
    =d(f(x)*g(x))/dx
    =f(x)*g'(x)+f'(x)*g(x)

    For h'(3), substitute f(3),g'(3),f'(3) and g(3) above to evaluate.

    Post your answer for a check if you wish.

    Answer ID
    539812

    Created
    May 1, 2011 12:34am UTC

    Rating
    1

    URL

  2. 6(h - 3) if h = -5

    Answer ID
    2310575

    Created
    January 25, 2022 1:12pm UTC

    Rating
    0

    URL