3. Find for the simplified general solution of (1 + x³)dy – x²ydx = 0 a. Iny =In(1 + x³) + C b. Iny = In(1 + x³) + InC C. y3 = C(1+ x³) d. y3 = (1+ x³) + C

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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3. Find for the simplified general solution of (1 + x³)dy – x²ydx = 0
a. Iny =In(1 + x³) + C
b. Iny = In(1 + x³) + InC
C. y³ = C(1+x³)
d. y3 = (1+ x³) + C
Transcribed Image Text:3. Find for the simplified general solution of (1 + x³)dy – x²ydx = 0 a. Iny =In(1 + x³) + C b. Iny = In(1 + x³) + InC C. y³ = C(1+x³) d. y3 = (1+ x³) + C
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