Question

Determine ∫π/60xsin(x)dx A. −12+3–√π12 B. 12−3–√π12 C. −12−3–√π12 D. 12+3–√π12 E. 3–√2+π12

Determine ∫π/60xsin(x)dx

A. −12+3–√π12

B. 12−3–√π12

C. −12−3–√π12

D. 12+3–√π12

E. 3–√2+π12

Homework Answers

Answer #1

Let,

Apply integration by parts:

f(x) = x : g(x) = sin(x)

then,

Now, by putting limits:

Therefore correct option is B.

"Let me know if you have any query."

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1102) a) intg{dx}=Ax+C. b) intg{x dx}=Bx^D + C. c) intg{(1/x^2)dx}=Ex^F + C. d) intg{7x^8 dx}=Gx^H +...
1102) a) intg{dx}=Ax+C. b) intg{x dx}=Bx^D + C. c) intg{(1/x^2)dx}=Ex^F + C. d) intg{7x^8 dx}=Gx^H + C. Answers: A,B,D,E,F,G,H. ans:7 1104) a) intg{4(x+8) dx}=Ax^2 + Bx + C. b) intg{(8/sqrt(2x)) dx}=Dx^E + C. Answers: A,B,D,E,F,G,H c) intg{sqrt(x)(7x-6) dx}=(Fx+G)x^H + C. ans:7
Find the derivative of each of the following functions: (a) y=x^12 (c) y=7x^5 (e) w=-4u^(1/2) (b)...
Find the derivative of each of the following functions: (a) y=x^12 (c) y=7x^5 (e) w=-4u^(1/2) (b) y =63 (d) w=3u^(-1) (f) w=4u^(1/4) 2. Find the following: (a) d/dx(-x^(-4)) (c) d/dw 5w^4 (e) d/du au^b (b) d/dx 9x^(1/3) (d) d/dx cx^2 (f) d/du-au^(-b)    3. Find f? (1) and f? (2) from the following functions: Find the derivative of each of the following functions: (c) y=x^12 (c) y=7x^5 (e) w=-4u^(1/2) (d) y =63 (d)w=3u^(-1) (f) w=4u^(1/4) 4. (a) y=f(x)=18x (c) f(x)=-5x^(-2)...
Let f(x)= a -bx^c + dx^e where a, b,c,d,e >0 and c<e. Suppose that f(x0)= 0...
Let f(x)= a -bx^c + dx^e where a, b,c,d,e >0 and c<e. Suppose that f(x0)= 0 and f '(x0)=0 for some x0>0. Prove that f(x) greater than or equal to 0 for x greater than or equal to 0
Solve a) dx/dt = 3xt^2 b) dx/dt + x^2= x c) y’=x^3(1-y)
Solve a) dx/dt = 3xt^2 b) dx/dt + x^2= x c) y’=x^3(1-y)
A)  If f (x)= e^cosx find f'(π /2) B) find f'(x) if f(x) =2e^x c) if f(x)=1/e^x...
A)  If f (x)= e^cosx find f'(π /2) B) find f'(x) if f(x) =2e^x c) if f(x)=1/e^x find f''(-1) d)Find  if f(x) =90 (2^x/3) find f'(3) No need to show any work, I just need the answer to each question to check my work. Thanks
Determine if the operators are Hermitian or not Hermitian. Show your work. a) e^(d/dx) b) e^(-i...
Determine if the operators are Hermitian or not Hermitian. Show your work. a) e^(d/dx) b) e^(-i ℏd/dx)
solve by superposition d^2y/dx^2 -2dy-dx -3y =e^(-x) +2senx
solve by superposition d^2y/dx^2 -2dy-dx -3y =e^(-x) +2senx
∫(8x^3)/sqrt(25+1x^2)dx side A= 1x side B= side C= 1x/5= 1/5dx= dQ sqrt(25+1x^2)/5= 2) Determine the derivative...
∫(8x^3)/sqrt(25+1x^2)dx side A= 1x side B= side C= 1x/5= 1/5dx= dQ sqrt(25+1x^2)/5= 2) Determine the derivative of q(x)=(1x^4)(e^x)+20x^12(13^x)
1. Evaluate the definite integral given below. ∫(from 0 to π/3) (2sin(x)+3cos(x)) dx 2. Given F(x)...
1. Evaluate the definite integral given below. ∫(from 0 to π/3) (2sin(x)+3cos(x)) dx 2. Given F(x) below, find F′(x). F(x)=∫(from 2 to ln(x)) (t^2+9)dt 3. Evaluate the definite integral given below. ∫(from 0 to 2) (−5x^3/4 + 2x^1/4)dx
Use implicit differentiation to determine dy/dx given the equation e^x⋅y^3+x^4=sin(y) dy/dx=
Use implicit differentiation to determine dy/dx given the equation e^x⋅y^3+x^4=sin(y) dy/dx=