Question: D If f(X = en ( x 2 + e ) In ( 2 xte ), then f' (0 ) is equal to : q

D If f(X = en ( x 2 + e ) In ( 2 xte ), then f' (0 ) is equal to : q ) 2 / e 6 ) 4 e2 C ) 2e - 4 d ) 2 02 - e E) ze - ("/ e ) 2 ) The fundamental Theorem of calculus States that F'(x) = f( x ) on [a, b] and f ( X ) Is continous on the same interval the f ( x ) dy - F ( b ) - F ( a ) a a ) True 12 false

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