The differential equation $x ^ { \prime \prime } - x ^ { \prime } e ^ { x } = 0$ can be rewritten as the system
A) $x ^ { \prime } = x , u ^ { \prime } = x e ^ { x }$
B) $x ^ { \prime } = x , u ^ { \prime } = u e ^ { x }$
C) $x ^ { \prime } = u , u ^ { \prime } = x e ^ { u }$
D) $x ^ { \prime } = u , u ^ { \prime } = x e ^ { x }$
E) $x ^ { \prime } = u , u ^ { \prime } = u e ^ { x }$

Question

Quizplus · Accepted Answer

The Answer of The differential equation $x ^ { \prime \prime } - x ^ { \prime } e ^ { x } = 0$ can be rewritten as the system
A) $x ^ { \prime } = x , u ^ { \prime } = x e ^ { x }$
B) $x ^ { \prime } = x , u ^ { \prime } = u e ^ { x }$
C) $x ^ { \prime } = u , u ^ { \prime } = x e ^ { u }$
D) $x ^ { \prime } = u , u ^ { \prime } = x e ^ { x }$
E) $x ^ { \prime } = u , u ^ { \prime } = u e ^ { x }$

The Differential Equation x′′−x′ex=0x ^ { \prime \prime } - x ^ { \prime } e ^ { x } = 0x′′−x′ex=0

The Differential Equation $x ^ { \prime \prime } - x ^ { \prime } e ^ { x } = 0$