JohhnyJOhhny
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Find the exact value of the gradient of the tangent to the curve: f(x)=3e^(-x) -2 at the point where x=5!
\(f(x)=3e^{-x}-2\) you are asked to find the tangent at \((5,f(5))=\)\(\left( {5,\dfrac{3}{{{e^5}}} - 2} \right)\)Find the exact value of the gradient of the tangent to the curve: f(x)=3e^(-x) -2 at the point where x=5!
Must not have been any FUN for you - did not do any work worth sharing!!!Find the exact value of the gradient of the tangent to the curve: f(x)=3e^(-x) -2 at the point where x=5!