Solved

The General Solution of the First-Order Differential Equation xy+(1+x)y=exx y ^ { \prime } + ( 1 + x ) y = e ^ { x }

Question 37

Multiple Choice

The general solution of the first-order differential equation xy+(1+x) y=exx y ^ { \prime } + ( 1 + x ) y = e ^ { x } is


A) 4xy=ex+Cex4 x y = e ^ { x } + C e ^ { - x }
B) 3xy=exCex3 x y = e ^ { x } - C e ^ { - x }
C) 3xy=ex+Cex3 x y = e ^ { x } + C e ^ { - x }
D) 2xy=exCex2 x y = e ^ { x } - C e ^ { - x }
E) 2xy=ex+Cex2 x y = e ^ { x } + C e ^ { - x }

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions