What is a particular solution of the indefinite integral ∫(2)/(1-x2)dx that passes through (√3 , (Π/2)? a) f(x)=√(3) tan-1x-(Π/6) b) f(x)=2tan-1x-(Π/6) c) f(x)=2tan-1x+...
What is a particular solution of the indefinite integral ∫(2)/(1-x2)dx that passes through (√3 , (Π/2)? a) f(x)=√(3) tan-1x-(Π/6) b) f(x)=2tan-1x-(Π/6) c) f(x)=2tan-1x+...
If the substitution √(X)=sin y is made in the integrand of: (top of the integral sign is (1/2), bottom of the sign is 0) ∫ ( √(X) )/( √(1-X) )dx, the resulting integral is_____________. A...
∫ ( (dx)/√(x2+36) )=_____________ a. ( (√(x2+36)+x)/6 )+C b. ln abs( (x+6)/(√(x2+36)) )+C c. ln ( (√(x2+36)+x)/6...
what integral formula would represent the area between the curves f(x)=-x2+2x+3 and g(x)=x+1 on the interval [-1,2]?
The Chain Rule for antiderivatives is also known as the ___________________ rule. -derivative -substitution -product -integral
Which trigonometric substitution can be used to evaluate the integral: ∫ ( (dx)/(√(a2+x2)) ) ...? x= a tanθ x=a sinθ x=a secθ
if the substitution √(x)=sin(y) is made into the integrand of (with the upper limit of: 1/2 and the lower limit of: 0) ∫ ( (√(x) )/( (√(1-x) )dx , the resulting integral is _______________...
What is the area of the region bounded by the curves y=2(x^2)-7 and y=2/x between x=1 and x=3? Please and thank you!
Evaluate the integral ∫(-9/3√(x-9))dx with upper bound 9 and lower bound 1
Find the derivative of g'(x)=∫(u+4/u-5)du with upper bound 3x and lower bound 9x
f(t)= integral (x^2+11x+24)/(1+cos^2(x)) from 0 to t At what value of t does the local max of f(t) occur?
find the derivative of g(x)= ∫(u+4/u-5)du with upper bound 3x and lower bound 9x g'(x)=?
Find the derivative of g(x) integral (u+4)/(u-5) with upper bound 3x and lower bound 9x
Evaluate the integral. (Use C for the constant of integration. Remember to use ln |u| where appropriate.) (x^−0.3 − x^0.3) dx
I'm in a hurry to find the answer. Please help me. Thanks so much
[INTEGRAL] S3^x.e^xdx= ? thanks guys
∫√(4x2+40x)dx