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For function f (x, y) = x2+1 Figure out formulas for three level curves with levels 0, , 2 respectively. A y = 0, y? – a? = }, y? – 2æ² = 2. B a2 + y? : 0, y2 + 글x2 =D 글, y2 + 2a2 ( None D y = 0, 2y² – x² = 1, 2y² + x² = 1 2)

For function f (x, y) = x2+1 Figure out formulas for three level curves with levels 0, , 2 respectively. A y = 0, y? – a? = }, y? – 2æ² = 2. B a2 + y? : 0, y2 + 글x2 =D 글, y2 + 2a2 ( None D y = 0, 2y² – x² = 1, 2y² + x² = 1 2)

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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For function f (x, y) = x²+1 Figure out formulas for three level curves with levels 0, , 2 respectively. A y = 0, y? æ² = ;, y² 2a? = 2. R 2? + y? = 0, y? + a? = ;, y² + 2x² = 2 1 y? + 2x2 : C None D y = 0, 2y2 – x² = 1, 2y2 + x? 1
Transcribed Image Text:For function f (x, y) = x²+1 Figure out formulas for three level curves with levels 0, , 2 respectively. A y = 0, y? æ² = ;, y² 2a? = 2. R 2? + y? = 0, y? + a? = ;, y² + 2x² = 2 1 y? + 2x2 : C None D y = 0, 2y2 – x² = 1, 2y2 + x? 1
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