1 2 cos (5x) cos(3x) dx = cosh' (In x )sinh (In x) (A) (C) (A) de= sinh" (in x} (A) cosh (Inx) sinh*(ln(x)) 4in(x) 4 et/be a function whose second derivative is continuous on [0.1]. (N)-7 (M) 7 The partial fraction for the function- √ 1 x-1(x-1) 4x 4x+4 (8-4 + (0) 2x² +1 (x-1)²(x² +1) Ax+4 x' The suitable frientometric illistitution for the integral+6x+13 (A) x-3tan-2 (0) x-21an-3 (C) x=2 tan AAX+A₂ A₂x+4₂ the (8) 6 √3 (0) 2 (B) cosh (In (sin x)) 4 In (sin x) (0)-(1)-2 and 7(1)--(0)-3. Find the value (10 (b) 1 (0) +√3 (0) (0) dx= 100 (D) x3 tan NIR Ax+A +C x-1(x-1) ²+1 (x²+1)
1 2 cos (5x) cos(3x) dx = cosh' (In x )sinh (In x) (A) (C) (A) de= sinh" (in x} (A) cosh (Inx) sinh*(ln(x)) 4in(x) 4 et/be a function whose second derivative is continuous on [0.1]. (N)-7 (M) 7 The partial fraction for the function- √ 1 x-1(x-1) 4x 4x+4 (8-4 + (0) 2x² +1 (x-1)²(x² +1) Ax+4 x' The suitable frientometric illistitution for the integral+6x+13 (A) x-3tan-2 (0) x-21an-3 (C) x=2 tan AAX+A₂ A₂x+4₂ the (8) 6 √3 (0) 2 (B) cosh (In (sin x)) 4 In (sin x) (0)-(1)-2 and 7(1)--(0)-3. Find the value (10 (b) 1 (0) +√3 (0) (0) dx= 100 (D) x3 tan NIR Ax+A +C x-1(x-1) ²+1 (x²+1)
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
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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pleasssssse solve question 6
![1
2
cos (5x) cos(3x) dx =
cosh' (In x )sinh (Inx)
(A)
(A)
(C)
for
sin
(A) x-3tan-2
cosh (Inx)
cosh (In (sin x))
4 In (sins)
4
et/be a function whose secand derivative is continuous on [0.1]. f(0)-(1)-2 and 7(1)--(0)-3. Find the value
[*/*(x) dx =
(N)-7
(0) 7
100
(0) 1
de=
sinh" (Inx).
(A)
(A)
The partial fraction for the function
+
-1 (x-1)
√3x 1
+
x-1 (x-1)
+ (0)
The suitable rinnometric wilistitution for the inter 3√² +6x+13
(
(8) x-2 tan-3
4₂ 4₂+4₂ +4₂
sinh" (ln(x))
4 ln(x)
Ax+¹₂ ¹₂x+ Å
(no
2x² +1
(x-1)²(x²+1)
(8)
(C) x=2 tan
(D) 2
3
(81
(0)
(0)
dx=
(0) 0
(쓸)
(D) x-3 tan
A
Ax+ A
(x-1)² (²+1)
4
FC
Ax+A](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc0c368e0-748a-4f00-bf61-35c9af7341f3%2F49caa013-aabf-4eb5-b613-ddf8835e9423%2Fq8dcj5r_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1
2
cos (5x) cos(3x) dx =
cosh' (In x )sinh (Inx)
(A)
(A)
(C)
for
sin
(A) x-3tan-2
cosh (Inx)
cosh (In (sin x))
4 In (sins)
4
et/be a function whose secand derivative is continuous on [0.1]. f(0)-(1)-2 and 7(1)--(0)-3. Find the value
[*/*(x) dx =
(N)-7
(0) 7
100
(0) 1
de=
sinh" (Inx).
(A)
(A)
The partial fraction for the function
+
-1 (x-1)
√3x 1
+
x-1 (x-1)
+ (0)
The suitable rinnometric wilistitution for the inter 3√² +6x+13
(
(8) x-2 tan-3
4₂ 4₂+4₂ +4₂
sinh" (ln(x))
4 ln(x)
Ax+¹₂ ¹₂x+ Å
(no
2x² +1
(x-1)²(x²+1)
(8)
(C) x=2 tan
(D) 2
3
(81
(0)
(0)
dx=
(0) 0
(쓸)
(D) x-3 tan
A
Ax+ A
(x-1)² (²+1)
4
FC
Ax+A
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