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The equation characterizing the plane tangent to the graph of the function f(r, y) = log (1+ y") in the point Q = (2, 1, f(2, 1)) is: 24 16 (A) z = log 5 + r+y 4 %3D 5 16 log 5+ (C) (G-1)- (r. y. 2) = 0 4 16 (D) -1) (- 2, y- 1, 2) = 0

The equation characterizing the plane tangent to the graph of the function f(r, y) = log (1+ y") in the point Q = (2, 1, f(2, 1)) is: 24 16 (A) z = log 5 + r+y 4 %3D 5 16 log 5+ (C) (G-1)- (r. y. 2) = 0 4 16 (D) -1) (- 2, y- 1, 2) = 0

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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(D) 2 is simply connected and F Question 7 The equation characterizing the plane tangent to the graph of the function f(x, y) = log (1+ ry") in the point Q = (2, 1, f(2, 1)) is: 4 16 24 (A) z = log 5+ *+ 4 16 (B) z= log 5 + 낄+ 핀 16 (C) (-- (7, y. =) = 0 4 16 (D) -2, y- 1.2) = 0 5 5
Transcribed Image Text:(D) 2 is simply connected and F Question 7 The equation characterizing the plane tangent to the graph of the function f(x, y) = log (1+ ry") in the point Q = (2, 1, f(2, 1)) is: 4 16 24 (A) z = log 5+ *+ 4 16 (B) z= log 5 + 낄+ 핀 16 (C) (-- (7, y. =) = 0 4 16 (D) -2, y- 1.2) = 0 5 5
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