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November 01, 2025, 03:17:31 pm

Author Topic: Vectors and Max/Min values of speed  (Read 603 times)  Share 

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Cuntryboner

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Vectors and Max/Min values of speed
« on: June 01, 2010, 10:51:37 pm »
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When I have a vector equation, to find the minimum and maximum values of the speed, that is   why do lie within these values?
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Yitzi_K

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Re: Vectors and Max/Min values of speed
« Reply #1 on: June 01, 2010, 11:07:40 pm »
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The normal range of is so squaring that will only return values between
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Cuntryboner

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Re: Vectors and Max/Min values of speed
« Reply #2 on: June 01, 2010, 11:26:59 pm »
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I'd hate to sound really dumb, but here it goes. Is that a property that is known and remembered or can it be proved?
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Yitzi_K

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Re: Vectors and Max/Min values of speed
« Reply #3 on: June 01, 2010, 11:30:29 pm »
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if you square any (real) number you will only get a positive number.. so all the values of x for which sin(x) or cos(x) return negative values will be positive values for sin^2(x)
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Cuntryboner

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Re: Vectors and Max/Min values of speed
« Reply #4 on: June 01, 2010, 11:36:17 pm »
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Oh yes, got it... cheers :D
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