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1. Question Details 2. Question Details 3. Question Details Due: Mon Jun 7 2010 11:59 PM CDT Question 1234567891011121314151617181920 Description 14.3 Arc length and curvature 14.4 Motion in space: velocity and acceleration Instructions Use formula 9 for exercise 14.3 # 17. Use formula 10 for exercise 14.3 # 21. Use formula 11 for exercise 14.3 # 27. SCalc6 14.3.001.MI. [1387026] Find the length of the curve. L = Tutorial SCalc6 14.3.005. [1280374] Find the length of the curve. L = SCalc6 14.3.013. [1281104] Reparametrize the curve with respect to arc length measured from the point where t = 0 in the direction of increasing t . (Enter your answer in terms of s .) ssignment Previewer http://www.webassign.net/v4cgimccrayp@iit/assignments/preview.tpl of 8 5/28/2010 12:07 PM
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4. Question Details 5. Question Details 6. Question Details 7. Question Details r ( t ( s )) = i + j + k SCalc6 14.3.017.MI. [1387478] Consider the vector function given below. Do the following. (a) Find the unit tangent and unit normal vectors T ( t ) and N ( t ). T ( t ) = < , , > N ( t ) = < , , > Tutorial (b) Find the curvature. k ( t ) = Tutorial SCalc6 14.3.021. [1281449] Find the curvature. k
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This note was uploaded on 04/10/2012 for the course MATH 251 taught by Professor Mccray during the Summer '10 term at Illinois Tech.

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HW_04 - Assignment Previewer 1 of 8

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