Question

∫(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)

Homework Answers

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
Question 1 all parts a)Compute the derivative dy/dx for y = 5 sqrt (8pi)+ x^6/2 +...
Question 1 all parts a)Compute the derivative dy/dx for y = 5 sqrt (8pi)+ x^6/2 + 26e^x. b)Compute p(y)' of the function p(y)=4y-5/6y+4 c)write the equation of the tangent line to the graph y=1+9 ln x at the point that x=1 d)determine the slope of the tangent line to the curve 2x^3+y^3+2xy=13 at the point (1,2) e)Compute the derivative dw/dz of the function w = (37 + z sin z)^2
1.Solve the following initial value problem a) dy/dx= y2/(x-3), with y(4)=2 b) (sqrt(x)) dy/dx = ey+sqrt(x),...
1.Solve the following initial value problem a) dy/dx= y2/(x-3), with y(4)=2 b) (sqrt(x)) dy/dx = ey+sqrt(x), with y(0)= 0 2. Find an expression for nth term of the sequence a) {-1, 13/24, -20/120, 27/720, ...} b) {4/10, 12/7, 36/4, 108, ...}
Find derivative for the following  : 1- m(t) =-3t (6t^4 -1)^5 m'(t) = 2- y= (3x+2)^5 (4x+1)^-3...
Find derivative for the following  : 1- m(t) =-3t (6t^4 -1)^5 m'(t) = 2- y= (3x+2)^5 (4x+1)^-3 dy/dx 3- y= (10x^2 - 20x +20) e^-4x
A) Use the Comparison Test to determine whether integral from 2 to infinity x/ sqrt(x^3 -1)dx...
A) Use the Comparison Test to determine whether integral from 2 to infinity x/ sqrt(x^3 -1)dx is convergent or divergent. B)Use the Comparison Test to determine whether the integral from 2 to infinity (x^2+x+2)/(x^4+x^2-1) dx is convergent or divergent.
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)...
3. Evaluate Z 1/(sqrt(x^2-4)) dx
3. Evaluate Z 1/(sqrt(x^2-4)) dx
evaluate each indefinite integral 4) \int -(2*csc^(2)2x)/(cot(2x)*\sqrt(cot^(2)2x-1)); u=cot2x 5)  \int (10x^(4))/(9+4x^(10)); u=2x^(5) 6) \int (20x^(3))/(\sqrt(25-25x^(8))) 7) \int...
evaluate each indefinite integral 4) \int -(2*csc^(2)2x)/(cot(2x)*\sqrt(cot^(2)2x-1)); u=cot2x 5)  \int (10x^(4))/(9+4x^(10)); u=2x^(5) 6) \int (20x^(3))/(\sqrt(25-25x^(8))) 7) \int (1)/(x\sqrt(25-(ln-2x)^(2)))
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
1. Find the derivative of f(x)= √4-sin(x)/3-cos(x) 2. Find the derivative of 1/(x^2-sec(8x^2-8))^2
1. Find the derivative of f(x)= √4-sin(x)/3-cos(x) 2. Find the derivative of 1/(x^2-sec(8x^2-8))^2
- Find the derivative of the following functions: (i) Y = X 3 – 8X 2...
- Find the derivative of the following functions: (i) Y = X 3 – 8X 2 + 57X + 2 (1 mark) (ii) TC = 0.04Q 3 – 0.9Q 2 + 10Q + 5 (1 mark) - The following relations describe monthly demand and supply for a computer support service catering to small business: Q d = 1,500 – 5 P Q s = -500 + 5 P Where Q is the number of business that need services and P...