Recent content by GeekPioneer
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How to Simplify (Lnx)^n for Homework?
I think I'm following you've if 4-root(y) means y1/4. Regardless that doesn't look right? Thanks for the interest though :). We should be able to get a concrete answer like 16ln2 or something if i remember correctly!- GeekPioneer
- Post #5
- Forum: Calculus and Beyond Homework Help
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How to Simplify (Lnx)^n for Homework?
no its (ln2)^4 not ln2^4=4ln2 solving this I believe involves setting it equal to σ or some variable and then exponentiating using e. Although I could be completely wrong. I know this can be simplified and solve because my professor did it in class, I just can't find my notes from that day.- GeekPioneer
- Post #3
- Forum: Calculus and Beyond Homework Help
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How to Simplify (Lnx)^n for Homework?
Homework Statement Im trying to simply (lnx)^n say (ln2)^3 Homework Equations ? The Attempt at a Solution Im lost on this one I can't find any information. All info I'm finding is dilute because of similar search terms. Please, and thanks!- GeekPioneer
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- Simplify
- Replies: 5
- Forum: Calculus and Beyond Homework Help
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Undergrad Help Guide my Fundamental Understanding, getting to the core
oooo great, will do- GeekPioneer
- Post #9
- Forum: Other Physics Topics
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Cyclical Integration by Parts, going round and round
Its not coming out the same, I don't get it?- GeekPioneer
- Post #8
- Forum: Calculus and Beyond Homework Help
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Cyclical Integration by Parts, going round and round
Well yes or coarse you silly goose. I guess i need to plug in some numbers and see if they work out. Ill report back shortly.- GeekPioneer
- Post #7
- Forum: Calculus and Beyond Homework Help
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Cyclical Integration by Parts, going round and round
Yeah I can see it but my answer didn't match up with what Wolfram gave. they gave 1/13 e^(3 x) (3 cos(2 x)+2 sin(2 x)) And what am I missing why do your equations look so much...prettier?- GeekPioneer
- Post #5
- Forum: Calculus and Beyond Homework Help
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Cyclical Integration by Parts, going round and round
y=∫e3xcos(2x)dx where u=e3x du=3e3x & v=(1/2)sin(2x) dv=cos(2x) After integrating by parts twice i get this y=e3xsin(2x)/2 - e3xsin(2x)/2 +sin2xe3x/2 -∫e3xcos(2x)dx the 2nd time I integrated by parts it was u=sin2x du=2cos(2x) v=(1/3)e3x dv=e3x- GeekPioneer
- Post #3
- Forum: Calculus and Beyond Homework Help
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Cyclical Integration by Parts, going round and round
Homework Statement Integrate By Parts (i.e. not using formulas) ∫e3xcos(2x)dx The Attempt at a Solution I keep going around in circles, I know at some point I should be able to subtract the original integral across the = and then divide out the coefficient and that's the final...- GeekPioneer
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- Integration Integration by parts parts
- Replies: 7
- Forum: Calculus and Beyond Homework Help
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Undergrad Help Guide my Fundamental Understanding, getting to the core
Ive never heard of this, but "ground up" is exactly what I want! Anybody know a "ground up" book in relation to physics.- GeekPioneer
- Post #7
- Forum: Other Physics Topics
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Undergrad Help Guide my Fundamental Understanding, getting to the core
Yeah its pretty hard to describe but I want resources for building from the "ground up" a complete and concise understanding of the fundamental principles of math/number theory/algebra/calculus, which we all know is the foundation on which physics rests. Maybe its just that almost at the end of...- GeekPioneer
- Post #5
- Forum: Other Physics Topics
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Undergrad Help Guide my Fundamental Understanding, getting to the core
Well...were should it go?- GeekPioneer
- Post #3
- Forum: Other Physics Topics
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Undergrad Help Guide my Fundamental Understanding, getting to the core
Ok so this is kinda wishy washy but I don't know how else to explain this other than I feel like I am missing a critical piece of information as far as fundamental "math" goes. I am highly intelligent and and am a Mechanical Engineering Major who gets all A's, but I feel like I am missing a...- GeekPioneer
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- Core Fundamental
- Replies: 9
- Forum: Other Physics Topics