For the Given Differential Equation, Find the Particular Solution $y = - 9 \ln 2$

For the given differential equation, find the particular solution $y = - 9 \ln 2$ when $x = - \ln 2$ . $\frac { \mathrm { d } y } { \mathrm {~d} x } = 9 - e ^ { - x }$

A) $y = 9 x + e ^ { x } - 2$
B) $y = 9 x + e ^ { - x } - 2$
C) $y = - 9 x - e ^ { - x } + 2$
D) $y = 9 x + e ^ { - x }$
E) $y = e ^ { - x } - 2$

Correct Answer:

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