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Calculus: Early Transcendentals
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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Q1: Solve In e+4-2= b)x=0 a) x=1 Q2. If f(x)=x (2 In x-3) Find f'(x) a) xin x-x Q3. If f(x) = x³ + 2e then find a)=² b) 2 Q4. lim (e + 2x)= a) e² 210 Q5. (Log, 3) = a) In: x √ Cos (1-t²)dt = - sin³ x d a) Q8. tan (sin-¹)= a) √2-x² tan a) Q10) f tan¹ x e* Q6) a) Q7. Find the range of the function y = x>0 b) x < 0 X sin 1x+cos ¹x a)x² + c 211) (1) dx b) 4xin x-4x log10 100 for x ex Q13) 342x dx + c b) b) x² + c c)x=(1,-1) b)- b) sin² x -In 3 x (Inx) ¹)'(2) c)-2 b) 2 G) b) tan¹x etan¹ dx c) 4lnx-4x c) x <3 c) cos³ x Q12) If f(x)= In(-5+x), then the domain of f(x) is (a)x > 0 (b) x < 5 c) - In 3 (Inx) 2 2 -1x etan c) 1+x² c) = x + c c) e³ d) 2ln x - 4x c). (c) x < -5 d) x=4 X-1 x+1 d) d) √ d) - cos² x d) x > 3 d) 1 In 3 x (In x) + C d) sec² x etan¹x 2 (d) x>5 b)tan ¹+c_c) tan²¹e* + c d) tan¯¹e* + c
Transcribed Image Text:Q1: Solve In e+4-2= b)x=0 a) x=1 Q2. If f(x)=x (2 In x-3) Find f'(x) a) xin x-x Q3. If f(x) = x³ + 2e then find a)=² b) 2 Q4. lim (e + 2x)= a) e² 210 Q5. (Log, 3) = a) In: x √ Cos (1-t²)dt = - sin³ x d a) Q8. tan (sin-¹)= a) √2-x² tan a) Q10) f tan¹ x e* Q6) a) Q7. Find the range of the function y = x>0 b) x < 0 X sin 1x+cos ¹x a)x² + c 211) (1) dx b) 4xin x-4x log10 100 for x ex Q13) 342x dx + c b) b) x² + c c)x=(1,-1) b)- b) sin² x -In 3 x (Inx) ¹)'(2) c)-2 b) 2 G) b) tan¹x etan¹ dx c) 4lnx-4x c) x <3 c) cos³ x Q12) If f(x)= In(-5+x), then the domain of f(x) is (a)x > 0 (b) x < 5 c) - In 3 (Inx) 2 2 -1x etan c) 1+x² c) = x + c c) e³ d) 2ln x - 4x c). (c) x < -5 d) x=4 X-1 x+1 d) d) √ d) - cos² x d) x > 3 d) 1 In 3 x (In x) + C d) sec² x etan¹x 2 (d) x>5 b)tan ¹+c_c) tan²¹e* + c d) tan¯¹e* + c
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