The general solution of the non-homogeneous differential equation (2x +6y+1)dy = (x+3y– 2)dx is (a) – 3x+ 6y+3ln(x+3y – 1)= 5C = C (b) 3.x+ 6y+3ln(x + 3y – 1)= 5C, (c) – 3x+6y+3ln(x+3y–1)– x= 5C = C (d) – 3.x+ 6y+3ln(x+3y –1)-x = C

Advanced Engineering Mathematics
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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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The general solution of the non-homogeneous differential equation (2x +6y+1)dy = (x+3y– 2)dx is
(a) – 3.x+ 6y+3ln(x+3y – 1)= 5C = C
(b) 3x + 6 y+ 3ln(x+ 3y – 1)= 5C,
(c) - 3x+6y+3ln(x+ 3y –1)-x = 5C = C;
(d) – 3x + 6y+ 3ln(x + 3y – 1)– x = C
Transcribed Image Text:The general solution of the non-homogeneous differential equation (2x +6y+1)dy = (x+3y– 2)dx is (a) – 3.x+ 6y+3ln(x+3y – 1)= 5C = C (b) 3x + 6 y+ 3ln(x+ 3y – 1)= 5C, (c) - 3x+6y+3ln(x+ 3y –1)-x = 5C = C; (d) – 3x + 6y+ 3ln(x + 3y – 1)– x = C
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