Easy
If g′(x)=8g(x)g^{\prime}(x)=8 g(x) g′(x)=8g(x) and g(2)=7g(2)=7g(2)=7. Solve the equation.
g(x)=7e8x−16g(x)=7 e^{8 x-16}g(x)=7e8x−16
g(x)=7e2x+8 g(x)=7 e^{2 x+8}g(x)=7e2x+8
g(x)=e8x+7g(x)=e^{8 x}+7g(x)=e8x+7
g(x)=8e7x+2g(x)=8 e^{7 x+2} g(x)=8e7x+2
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