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Q13) The general solution for y' = 6y²x, is: a) == = 3x² + c b) == x² + c y Q14) The solution of y" + y = 0 by using power series method, is: a) y(x) = a + a₁(1- x² - .... 2! x5 c) y(x) = a₁ + a₂(x-+: + 51 Q" |tw|t 31 41 c) == 3x² + c d) == x² + c b) y(x) = a + a₂ (1+: d)y(x) = a + a₂(x +³ 21 II. 31 2/52/5 + 1 + I

Q13) The general solution for y' = 6y²x, is: a) == = 3x² + c b) == x² + c y Q14) The solution of y" + y = 0 by using power series method, is: a) y(x) = a + a₁(1- x² - .... 2! x5 c) y(x) = a₁ + a₂(x-+: + 51 Q" |tw|t 31 41 c) == 3x² + c d) == x² + c b) y(x) = a + a₂ (1+: d)y(x) = a + a₂(x +³ 21 II. 31 2/52/5 + 1 + I

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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Q13) The general solution for y' = 6y²x, is: a) == = 3x² + c b) == x² + c B c) == 3x² + c d) == x² + c y Q14) The solution of y" + y = 0 by using power series method, is: a) y(x) = ao + a₂ (1- x² - .... b) y(x) = a + a₂ (1+: 2! c) y(x) = ao + a₁(x-+ x5 + d)y(x) = a + a₂(x + 51 Q" |tw|t 21 31 41 21 II. 31 2/52/5 + 1 + I ....)
Transcribed Image Text:Q13) The general solution for y' = 6y²x, is: a) == = 3x² + c b) == x² + c B c) == 3x² + c d) == x² + c y Q14) The solution of y" + y = 0 by using power series method, is: a) y(x) = ao + a₂ (1- x² - .... b) y(x) = a + a₂ (1+: 2! c) y(x) = ao + a₁(x-+ x5 + d)y(x) = a + a₂(x + 51 Q" |tw|t 21 31 41 21 II. 31 2/52/5 + 1 + I ....)
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