Second Derivative Test for Local Maximum
Trending Questions
Q. Maximum slope of the curve y=–x3+3x2+9x–27 is
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Q. 36. Let a, b, c be three non zero vectors which are pairwise non collinear . Let a+3b is collenear with c and b+2c is collenear with a . Then find ( a+3b+6c )
Q. 14.Find the coefficients of x in (1+x)n(1-x)n and hence show that : que marked in pic.
Q.
f(x) and f’(x) are differentiable at x = c. Which of the following is the condition for f(x) to have a local maximum at x = c, if f’(c) = 0
f”(c) > 0
f”(c) < 0
f”(c) = 0
None of the above.
Q. A and B are two sets such that n(A-B)= 14+x , n(B-A)=3x and n(A intersection B)=x and if n(A)=n(B) find x and n(AUB)
Q. The least value of α∈R for which 4αx2+1x≥1, for all x>0, is:
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