Let f prime(x)=(192x^3)/(2+sin^4 pix) fo...

Let `f prime(x)=(192x^3)/(2+sin^4 pix)` for all `x in RR` with `f(1/2)=0.` If `mlt=int_(1/2)^1f(x)dxlt=M` then the possible values of m and M are (i) `m=13,M= 24` (ii)` m=1/4,M=1/2` (iii) `m=-11,M = 0` (iv) `m=1,M=12`

Let f prime(x)=(192x^3)/(2+sin^4 pix) for all x in RR with f(1/2)=0. I...
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Let f^(prime)(x)=(192 x^3)/(2+sin^4pix)fora l lx in Rw i t hf(1/2)=0....
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Let f prime(x)=(192x^3)/(2+sin^4 pix) for all x in RR with f(1/2)=0. I...
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If equation x^2-(2+m)x+1(m^2-4m+4)=0 has coincident roots then (A) m=0...
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If f(x)=(3x^(2)+1)/(sqrt(x^(4)+x^(2))) AA 0gtxlesqrt(2) , then f(x) ha...
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If m and M are the minimum and the maximum values of 4+(1)/(2)sin^(2)2...
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Let f'(x)=(192x^(3))/(2+sin^(4)pix) for all x in R with f((1)/(2))=0. ...
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माना कि सभी x in R के लिए, f'(x) = (192x^3)/(2+sin^(4)pix),f(1/2)=0 ...
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Let f^(prime)(x)=(192 x^3)/(2+sin^4pix)fora l lx in Rw i t hf(1/2)=0....
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