lim sin teta(sin2 teta)/1-cos teta

teta-->0

1 answer

assume sin2 t means sin^2 t
which is (1 - cos^2 t)
which is (1-cost)(1+cos t)
the 1-cos t in the numerator now cancels the 1-cos t in the denominator so once again our problem goes away
Similar Questions
  1. s(teta) = h sin (90-teta)/ sin(teta)where h is height of the pole a) Express s(teta) as a single trigonometric expression. b) At
    1. answers icon 2 answers
  2. s(teta) = h sin (90-teta)/ sin(teta)where h is height of the pole a) Express s(teta) as a single trigonometric expression. b) At
    1. answers icon 1 answer
  3. 1. sin (teta) / cot (teta) + cos (teta)= sec (teta) --> sin (teta) divide 1 / tan (teta) + cos (teta) I'm stuck now because i
    1. answers icon 0 answers
    1. answers icon 0 answers
more similar questions