Recent content by RyanMcStylin
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Solving Trig Integrals for Infinite Series Problem
good plan, but i figured it out. in case you were wondering. since 1/n is always such a small angle the entire sine part of the equation is negligible. so when determining convergence of an infinite series involving sine, determine the convergence of the angle and you have the convergence of...- RyanMcStylin
- Post #3
- Forum: Calculus and Beyond Homework Help
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Solving Trig Integrals for Infinite Series Problem
Homework Statement So this problem is actually an infinite series question, but i have shaved it down to an integral that i cannot seem to solve. I am new to this so i am going to try to talk you through it here is the original problem: the sum from n=1 to n=\infty of sin(1/n) Homework...- RyanMcStylin
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- Integrals Trig
- Replies: 3
- Forum: Calculus and Beyond Homework Help
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Graduate Which laws of physics are violated with teleportation?
if you want to learn more about this read "the Elegant Univers" there is an entire chapter on H-Bar which involves the amount of energy needed to move from point A to point C without passing through point B. basically if you lean on a wall for long enough you will go through it. Although if...- RyanMcStylin
- Post #6
- Forum: Beyond the Standard Models
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Find dy/dt for Y=2((x^2)-3x) when x=3
i understand that 3 must be replaced for x, but where does the dx/dt = 2 fit into the equation? I am guessing around somewhere around the radius portion of the equation- RyanMcStylin
- Post #4
- Forum: Calculus and Beyond Homework Help
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Find dy/dt for Y=2((x^2)-3x) when x=3
Homework Statement Suppose that Y=2((x^2)-3x) and dx/dt = 2 Find dy/dt when x=3 Homework Equations the only calc is taking the derivative of the equation, i am wondering if i am doing the whole problem right. The Attempt at a Solution dy/dx = 4x-6 find the equation for x=3 and...- RyanMcStylin
- Thread
- Replies: 3
- Forum: Calculus and Beyond Homework Help