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graylion920Lv1
6 Nov 2019
(1 point) The goal of this problem is to approximate 12 cos( dt, and determine the amount of error in our approximation. (a) Use the first two nonzero terms of the taylor polynomial for i2 cos() dt to approximate ts value 2 cos(t) dt b) Detemnine how close your answer to part (a) is to/2cos( dtusigthe emor bounds The error is at most Show transcribed image text (1 point) The goal of this problem is to approximate 12 cos( dt, and determine the amount of error in our approximation. (a) Use the first two nonzero terms of the taylor polynomial for i2 cos() dt to approximate ts value 2 cos(t) dt b) Detemnine how close your answer to part (a) is to/2cos( dtusigthe emor bounds The error is at most
(1 point) The goal of this problem is to approximate 12 cos( dt, and determine the amount of error in our approximation. (a) Use the first two nonzero terms of the taylor polynomial for i2 cos() dt to approximate ts value 2 cos(t) dt b) Detemnine how close your answer to part (a) is to/2cos( dtusigthe emor bounds The error is at most
Show transcribed image text (1 point) The goal of this problem is to approximate 12 cos( dt, and determine the amount of error in our approximation. (a) Use the first two nonzero terms of the taylor polynomial for i2 cos() dt to approximate ts value 2 cos(t) dt b) Detemnine how close your answer to part (a) is to/2cos( dtusigthe emor bounds The error is at most 1
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Nelly StrackeLv2
16 Apr 2019