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Engineering Civil Engineering

Given an ellipse function of x2+1=1, (a) Find the tangent to the ellipse at P(√2, 12). (5 points) (b) Find the tangent vector as the given length of the above vector is 2√2. (12 points) (c) Find the directional derivative of the above ellipse function in the direction of a=1,1. (5 points) 9.7

Given an ellipse function of x2+1=1, (a) Find the tangent to the ellipse at P(√2, 12). (5 points) (b) Find the tangent vector as the given length of the above vector is 2√2. (12 points) (c) Find the directional derivative of the above ellipse function in the direction of a=1,1. (5 points) 9.7

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Structural Analysis

Structural Analysis

6th Edition

ISBN: 9781337630931

Author: KASSIMALI, Aslam.

Publisher: Cengage,

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I need detailed help solving this exercise from homework of Engineering Mathematics II.
I do not really understand how to do, please do it step by step, not that long but clear. Thank you!

P.S.: Please do not use AI, thanks!

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Transcribed Image Text:Given an ellipse function of x2+1=1, (a) Find the tangent to the ellipse at P(√2, 12). (5 points) (b) Find the tangent vector as the given length of the above vector is 2√2. (12 points) (c) Find the directional derivative of the above ellipse function in the direction of a=1,1. (5 points) 9.7

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