20/12/2022 Group: 2F1 Midterm 2 Derivatives Name: ____________________ Score: _____ A Differentiate the functions 1) π(π₯) = 2) π(π₯) = π₯ 2 +2 π₯ 2 +π₯+1 2 (5π₯ 2 +3π₯−1)2 π₯ 2 −π₯−1 3) π(π₯) = √2 4) π(π₯) = ππ(√π₯ − 1)−2 5) π(π₯) = [π₯ 2 sinβ‘(π₯ − 1)]5 20/12/2022 Group: 2F1 Midterm 2 Derivatives Name: ____________________ Score: _____ B Differentiate the functions 1) π(π₯) = 10(3π₯ + 1)(1 − 5π₯) 1 2) π(π₯) = 2 √4π₯ +1 π₯ 3) π(π₯) = 2π +2 β 3π₯ 4) π(π₯) = √πππ₯ + π₯ 5) π(π₯) = π‘ππ2 [lnβ‘(2π₯ + 1)] 20/12/2022 Group: 2F1 Midterm 2 Derivatives Name: ____________________ Score: _____ C Differentiate the functions 1) π(π₯) = (π₯ 3 − π₯ 2 + π₯ − 1)(π₯ 2 + 2) 2π₯−1 2) π(π₯) = √ 3) π(π₯) = π 4) π(π₯) = 5) π(π₯) = 3π₯+1 2 −2π₯+π₯ 2 π π₯ −1 lnβ‘(π₯ 2 −π₯) π −π₯ π₯3 π ππ 2 ( 2 ) π₯ −1 20/12/2022 Group: 2F1 Midterm 2 Derivatives Name: ____________________ Score: _____ D Differentiate the functions 1) π(π₯) = π₯+√3π₯ 3π₯−1 3π₯−9 3 ) 2π₯+4 π₯ 3 −π π₯ 2) π(π₯) = ( 3) π(π₯) = π 4) π(π₯) = √ππ(π₯ + 3)2 1+π ππ2π₯ 5) π(π₯) = lnβ‘ 1−πππ 2π₯