Mark M. answered 02/06/24
Retired math prof. Calc 1, 2 and AP Calculus tutoring experience.
limx→0 [x2 / (1 - cosx)] = limx→0 [2x / sinx] = 2limx→0 [x / sinx] = 2(1) = 2
Lucas S.
asked 02/06/24limit as x approaches 0 of (x2)/(1-cosx)
I started off by determining the type and got type 0/0, so I found the derivates of f(x) and g(x), which were 2x and sinx. Is the answer 0?
Mark M. answered 02/06/24
Retired math prof. Calc 1, 2 and AP Calculus tutoring experience.
limx→0 [x2 / (1 - cosx)] = limx→0 [2x / sinx] = 2limx→0 [x / sinx] = 2(1) = 2
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