MAT 1320 Midterm: 1320CPractiseSheet

Integrate the following a. f(x)=e [2+e b, f(x)= e_ + e k. f(x)= - 2 16 3 x 4 1/2 2 3 x 1 2 X 2 cos( 7 x ) 6 sin 7 x) cos( In x) c. f(x)= [e +1] m.) f(x) 3 x d. f(x)= e sec( e ) tan( e n. f(x)= exp( 4x ) e· f(x)= 1/3 o) f(x) tan( 2x ) t exp 4x 3 ] P. f(x)= 1 / [ x ln( x ) ] 3 x -3x 2 f. f(x)=e[e + e 3 x q. f(x)= f(x) = 42 x 3 x t 1 4 3 In 2 x) 1n( e 5 r. f(x) = . h, f(x)= ( x + e) 2 i·f(x) = 5xexp( 3 x +1) s) f(x)= sec( 5x ) -4x 2 2 j, f( x)= ( e

2. In xx + 1) 4xx -7 2) 5. 1n In Exercises 7 and 8, find dy/dx implicitly 8. In Exercises 9 and 10, find the second derivative of the funct 10. f 9,f(x) =z?(x + 1)-3x3 Exercises 4.5 See CalcChat.com tor tutor 回饉回Differentiating Logarithmic Functions In Exercises 1-22, find the derivative of the function. See Examples 1, 2, 3, and 4 回 3, y ln(x2 + 3) 7, y = (In x)4 9, f(x)-2x ln x 29. log 31. log 33. loga 6, y = In/1-2x 8, y = (In x2)2 In x 14, y=ln 13, y= In 37. 15. in 18 17