Recent content by Sebobas
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Solve Impossible Integral: Guide to \int dx [0,1]
It is! Sorry, I thought I put the bounds on the integral. I'm new here so I probably didn't do it right...fixed the post (: and thanks for that trick!- Sebobas
- Post #6
- Forum: Calculus and Beyond Homework Help
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Solve Impossible Integral: Guide to \int dx [0,1]
u= x7, x3, 1-x3, 1-x7- Sebobas
- Post #3
- Forum: Calculus and Beyond Homework Help
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Solve Impossible Integral: Guide to \int dx [0,1]
Homework Statement I have to find the definite integral of: \int\left(\sqrt[3]{1-x^{7}}-\sqrt[7]{1-x^{3}}\right)dx with bounds [0,1] 2. The attempt at a solution I know that this can be done with hypergeometric functions, but I ca't use them because "we haven't seem them yet", so I have to...- Sebobas
- Thread
- Integral
- Replies: 5
- Forum: Calculus and Beyond Homework Help
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How Do You Calculate the Area Inside a Parametric Loop?
Hey Kurtz.. well you are right the graphs do intersect at (2,3), when t = 1 and t =-2 ...but what do I do then? Separate the curves? in that case what are the upper and lower limits of those new integrals?- Sebobas
- Post #5
- Forum: Calculus and Beyond Homework Help
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How Do You Calculate the Area Inside a Parametric Loop?
Hey Sammy! Thanks, glad to have found the community (: I get what you mean, I even tried what you said, but I found myself with a problem.. ...and that was that when trying to find y in function of x, t gave me 2 different values, which one do I use?- Sebobas
- Post #4
- Forum: Calculus and Beyond Homework Help
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How Do You Calculate the Area Inside a Parametric Loop?
Hey Guys! Homework Statement Find the area of the "loop" (I'm guessing it's called) formed by the set of parametrics: --> x(t)=t3-3t and y(t)=t2+t+1Homework Equations I've already drawn the graph and as said before the curve creates a "loop", I have to find the area insed that "loop" and I...- Sebobas
- Thread
- Area Curve Parametric
- Replies: 6
- Forum: Calculus and Beyond Homework Help