The graph of the equation x^2/3+y^2/3 = 1. is one of a family of curves called asteroids, because of their starlike appearance. find the length of this particular asteroid by finding...

The graph of the equation x^2/3+y^2/3 = 1. is one of a family of curves called asteroids, because of their starlike appearance. find the length of this particular asteroid by finding...

15 / x[In(x)]^4 dx Ans: -5 / [In(x)]^3 + C

how to solve integration of (3x+5)^4

Find the volume of the solid generated by revolving the region bounded by the graphs of y equals y = csc(x) and y = square root 2 about the x-axis where 0â¤xâ¤Ď.

I want solution Find the area of the region that is enclosed between y=x2+1 and y=5

second dervative of Asin(mx)+Bcos(nx)

Integrate 0 to a f(x)/(f(x)+f(a-x)) dx, where U = a-x

integrate 0 to a f(x)/(f(x)+f(a-x)) dx, where u = a-x, use substituation to solve it

I was asked to calculate the area between two functions, y=e^x and y=x using midpoint riemann sums from 0-2 with n=4. so i found my answer by subtracting the second sum from the first. The second...

Rectangle R = {đ â¤ đ â¤ đ /đ; đ â¤ đ â¤ đ /đ} Find the volume of the region bounded above by the surface z = 2 sin x cos y and below by the rectangle R. Thank you so much if you answer...

the limits of the integrals are ln 2 to 0 and ln 5 to 1 and (2x + y) is to the power of e Thank you do much if you could answer this :)

I'd be very greatful iff you could answer this question :)

integration of (8x2 + 3)dx. find the integrals

A cattle trough has a trapezoidal cross section with a height of 100 cm and horizontal sides of width 100 cm and 50 cm. Assume the length of the trough is 1000 cm. The density of water is...

I cannot understand how to write my function in the form of r(t) Can u please solve these questions and teach me? Q:calculate intgeral of F(r(t)). r'(t) Qno1. F=[xy,xÂ˛yÂ˛]...

Explain why the total area of a region is 25/3 units, but the value of the integral for the same interval is 16/3 units.

Evaluate the integral of dt/tât from 1 to 4

The equation of a curve is y=x4+4x+9. (i.) Find the coordinates of the stationary point on the curve and determine its nature. (ii.) Find the area of the region enclosed...

Set up, but do not evaluate, the integral which gives the volume when the region bounded by the curves y = Ln(x), y = 1, and x = 1 is revolved around the line y = â1

Take the above function. If x=1, the velocity is 0 and position is -22. FInd v(t) at any time. Find x(t) at any time. I have no clue how to answer this. Absolutely no...

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