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JEE Delight | Limits | If f(x)=8x^3+3x and f^-1 is inverse of f, find limit x^/13/f^-1(8x)-f^-1(x)
ISI | B Stat | B Math | UGA 2016 | UGA 4 | p(x)=x^3-9x^2+26x-a
ISI | B Stat | B Math | UGA 2016 | Q9 f(x)=max{cosx,x^2}
ISI | B Stat | B Math | UGA 2016 | Q20 | lim f(xy)/x^3, find g(y)=
ISI | B Stat | B Math | UGA 2016 | Q27 | xn=(n+1)^a-n^a, limit of sequence
ISI | B Stat | B Math | UGA 2016 | Q29 | sum of series n^2e^-n
ISI | B Stat | B Math | UGA 2016 | Q30 | f(2x)=3f(x)
ISI | B Stat | B Math | UGA 2016 | Q18 | If g(x)=|x|^af(x) is differentiable
ISI | B Stat | B Math | UGB 2016 | Q3 | P(x)=x^n+a1x^n-1+a2x^n-2+…+an and a1^2 is less than a2
ISI | B Stat | B Math | UGA 2020 | Q22 | f(x)+g(x) and f(x)g(x) are differentiable
ISI | B Stat | B Math | UGB 2020 | Q2 | Consider the eqn (x+2)^2(x+7)^2+a=0
MAT UK (Oxford) 2020 | Q1g | y=x^3+ax^2+bx+c has turning points at (1,2) & (3,d)?
MAT UK (Oxford) 2020 | Q1H | Plots of y=f(x), y=h(x) & y=g(x) ?
MAT UK (Oxford) 2020 | Q4 | MAT UK (Oxford) 2020 | Q4 | Functions, symmetry, area & derivatives
Leibniz Integral Rule Lecture 2 | Application in Limits | 5 Solved examples (details in description)
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