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28 February, 04:30

Evaluate lim (x->0) sin (9x) / 6x

+2
Answers (2)
  1. 28 February, 04:35
    0
    From : lim u->0 sin (u) / u = 1

    lim (x->0) sin (9x) / (6x)

    = lim (x->0) 9 sin (9x) / 9 (6x)

    = lim (x->0) 9/6 sin (9x) / (9x)

    = (9/6) lim (9x->0) sin (9x) / (9x)

    = (9/6) lim (u->0) sin (u) / (u)

    = 9/6 = 3/2
  2. 28 February, 04:41
    0
    So the problem ask to evaluate the equation that is given and base on the equation you give and the formula in calculating it, i came up with an answer of 3/2. I hope you are satisfied with my answer and feel free to ask for more if you have questions and clarifications
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