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Let D be the distance from the origin to the point at which the tangent plane of z=3x² +#sin(y)+ay at (x, y) = (0.9502, 0.2442) meets the line through the origin and the point (1,1,1). Then sin D is 0.7010 O 0.0217 O-0.6642 O-0.4769 O 0.4522 O-0.2053 O-0.4330 -0.8866

Let D be the distance from the origin to the point at which the tangent plane of z=3x² +#sin(y)+ay at (x, y) = (0.9502, 0.2442) meets the line through the origin and the point (1,1,1). Then sin D is 0.7010 O 0.0217 O-0.6642 O-0.4769 O 0.4522 O-0.2053 O-0.4330 -0.8866

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Let D be the distance from the origin to the point at which the tangent plane of z=3x² +asin(y) + ay at (x, y) = (0.9502, 0.2442) meets the line through the origin and the point (1,1,1). Then sin D is O 0.7010 O 0.0217 O-0.6642 O-0.4769 O 0.4522 O-0.2053 O-0.4330 O-0.8866
Transcribed Image Text:Let D be the distance from the origin to the point at which the tangent plane of z=3x² +asin(y) + ay at (x, y) = (0.9502, 0.2442) meets the line through the origin and the point (1,1,1). Then sin D is O 0.7010 O 0.0217 O-0.6642 O-0.4769 O 0.4522 O-0.2053 O-0.4330 O-0.8866
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