arctan 2x 41. Differentiate y = x2{2x-(1+4x²) arctan 2x] (1+4x²) а. _x²[2x-(1+4x²) arctan 2x] (1+4x²) [2x-(1+4x²) arctan 2x] b. C. x²(1+4x²) [2x-(1+4x*) arctan 2x] (1+4x²) d. 42. Differentiate y = evx a. evã/2Vx b. evE/Vã c. e*/Vx d. ev-2E 43. Differentiate y = 52x+1 a. 52x+1 In 5 b. 52x+1 In 25 c. 52x+1 In 10 d. 52x+1 In 2

Calculus: Early Transcendentals
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Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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arctan 2x
41. Differentiate y =
46. Fir
x²[2x-(1+4x²) arctan 2x]
(1+4x2)
_x²[2x-(1+4x²)arctan 2x]
(1+4x2)
a.
a.
b.
b.
C.
[2x-(1+4x2) arctan 2x]
x2(1+4x2)
C.
d.
[2x-(1+4x*) arctan 2x]
(1+4x²)
d.
47. Fir
42. Differentiate y =
= ev
a.
a. evã/2Vã
b. evã/Vã
c. e*/Vx
d. ev-2E
b.
C.
d.
48. Fir
43. Differentiate y = 52x+1
a.
b.
a. 52x+1 In 5
С.
b. 52x+1 In 25
d.
c. 52x+1 In 10
d. 52x+1 In 2
49. Dif
Transcribed Image Text:arctan 2x 41. Differentiate y = 46. Fir x²[2x-(1+4x²) arctan 2x] (1+4x2) _x²[2x-(1+4x²)arctan 2x] (1+4x2) a. a. b. b. C. [2x-(1+4x2) arctan 2x] x2(1+4x2) C. d. [2x-(1+4x*) arctan 2x] (1+4x²) d. 47. Fir 42. Differentiate y = = ev a. a. evã/2Vã b. evã/Vã c. e*/Vx d. ev-2E b. C. d. 48. Fir 43. Differentiate y = 52x+1 a. b. a. 52x+1 In 5 С. b. 52x+1 In 25 d. c. 52x+1 In 10 d. 52x+1 In 2 49. Dif
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