Assignment 6 Math 163 Winter 2016 Page 1 of 4
Name: due Wednesday, 2 March.
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1. Determine the functions domain region in the xy w plane, and sketch the region in the provided coordinate grid:
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Page 1 of 3
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due Wednesday, 3 February.
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Winter 2016
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gence for the power series:
Math 163
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1. Find the radius and the interval of conver
Assignment 3
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TEST 2 Form 3: Math 163 Winter 2016 Page 1 GM
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l: lfthe position function for a moving particle is 5) =<8 t2 43in(_t) 6COS(~7rl , where distances are in meters
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and I is in seconds; nd the spe
TEST 1 Form B Math 163 Winter 2016 Page 1 of4
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1. Circle the correct response for each of the following questions. If the answer is FALSE, provide a counterexample:
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TEST 2 Form B Math 163 Winter 2016 Page 1 of4
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1. Determine the mterval of convergence for the genes 27
n=0
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2. The Maclaurin series for sine is sin
Assignment 2 Math 163 Winter 2016 ' Page 1 of 4
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' Name: . due Wednesday, 20 January.
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l. For each of the following, determine whether the series converges or diverges. Justify your conclusion. F
Assignment 1 Math 163 Winter 2016 Page 1 of3
Name: :3 333 M33: $3 133 3 due Wednesday, 13 January.
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1. Find a formula for the general term an of the given sequence, assuming that the pattern of the rst fe
Assignment 5 Math 163 Winter 2016 Page 1 of4
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Name: W due Wednesday, 24 February.
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1. Find the exact length ofthe curve. For full credit you must Show the steps ofyour calc
Assignment 4 Math 163 Winter 2016 Page 1 of3
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Name: g>g t! l .3 cfw_New due Wednesday, 10 February.
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1. On the provided coordinate system, neatly sketch the object
represented by the following. Extend into ot
Assignment 7 Math 163 Winter 2016 Page 1 of 4
Name: ":3 cfw_Flt U i? if? 3%? due Monday, 14 March.
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1. Finding the shortest distance between the point P = (5 ,3,~2) and the plane 2x + 2y 4%: 4:
a. What i