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PATHFINDER-DEFINITE INTEGRATION-QUESTION BANK
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- if I=int0^(pi/2) dx/(5+3sinx)=lambdatan^(-1)(1/2) then value oflambda ...
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- if I=int(1/e)^e abslogx dx/x^2 then I equals
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- The natural number nle5 for which In=int0^1 e^x(x-1)^n dx=16-6e is
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- ifI=int0^a sqrt((a-x)/(a+x))dx, agt0 Then I equals
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- Evaluate: int0^(pi/2)sin^3x cosxdx
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- let f(x) be a continuous function such that f(a-x)+f(x)=0 for all x in...
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- If f(x) ge 0 for all x in [0,10] and int0^8 f(x)dx=0 then f(7) is
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- ifint0^f(x) tdt=pic os pix then f(4) is equal to
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- if In=int0^(pi/4)tan^ntheta.d theta,then n in N,n(I(n-1)+I(n+1)) equal...
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- int0^(pi/4)sinxd(x-[x]) is equal to
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- The value of int0^(sin^2x)sin^(-1)(sqrtt)dt+int0^(cos^2x)cos^(-1)(sqrt...
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- value of underset(nrarrinfty)lim((n !)/n^n)^(1/n),where n inN is equal...
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- int(-1)^1 max (2-x,2,1+x)dx is
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- The value of int(-1)^2abs([x]-{x})dx where [x] is the greatest integer...
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- if I=int0^(1.7)[x^2]dx then I equals
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- int(-1)^1(x-abs(2x))dx is equal to
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- int0^3(absx+abs(x-1))dxis equal to
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- suppose for every integer n, intn^(n+1)f(x)dx=n^2then the value of int...
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- Evaluate: underset(nrarrinfty)lim (1/(n+1)+1/(n+2)+....+1/(2n))
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