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Scalar product to find angle between two vectors |
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| Sep16-07, 06:35 PM | #1 |
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Scalar product to find angle between two vectors
Use the definition of scalar product, a·b = ab cos , and the fact that a·b = axbx + ayby + azbz (see Problem 46) to calculate the angle between the two vectors given by a = 2.0 i + 6.0 j + 2.0 k and b = 4.0 i + 3.0 j + 6.0 k.
AdotB= 8i + 18j + 12k A=sqrt(2^2 + 6^2 + 2^2)=6.63 B=sqrt(4^2 + 3^2 + 6^2)=7.81 AdotB=(6.63)(7.81)cosΘ Θ=acos(38/51.78) Θ=42.79=WRONG |
| Sep16-07, 06:40 PM | #2 |
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Check your arithmetic.
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| Sep16-07, 06:46 PM | #3 |
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I went over it again and got the same answer.
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| Sep16-07, 06:48 PM | #4 |
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Scalar product to find angle between two vectors
Then why do you think it's wrong?
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| Sep16-07, 06:52 PM | #5 |
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because the online assignment is giving me a big fat red X. lol
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| Sep16-07, 06:54 PM | #6 |
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Then I'll admit to making whatever mistake you've apparently made. :D
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| Sep16-07, 06:56 PM | #7 |
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Never mind. Got it. I switched the values of ay and by. Thanks.
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| Sep16-07, 06:57 PM | #8 |
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:d.. dah
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