Question

Evaluate the integral. 7 t^3i+t(t-6)^1/2j+tsin(pit)k dt 6

Evaluate the integral.

7
t^3i+t(t-6)^1/2j+tsin(pit)k dt
6
Math   Calculus   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Evaluate the integral. (sec2(t) i + t(t2 + 1)7 j + t3 ln(t) k) dt
Evaluate the integral. (sec2(t) i + t(t2 + 1)7 j + t3 ln(t) k) dt
Find the antiderivative of r'(t)=cos(2t)i−2sintj+11+t2kr'(t)=cos(2t)i−2sintj+11+t2k that satisfies the initial condition r(0)=3i−2j+k.
Find the antiderivative of r'(t)=cos(2t)i−2sintj+11+t2kr'(t)=cos(2t)i−2sintj+11+t2k that satisfies the initial condition r(0)=3i−2j+k.
Evaluate the following integral: 1. ∫xsec(square)xdx 2. ∫e(power)t{root(1+e(power)2t)}dt
Evaluate the following integral: 1. ∫xsec(square)xdx 2. ∫e(power)t{root(1+e(power)2t)}dt
5) a: Letd=2i−4j+k. Write⃗a=3i+2j−6kasthesumoftwovectors⃗v,w⃗,where⃗visperpendicular ⃗⃗ to d and w⃗ is parallel to d. b: Find the...
5) a: Letd=2i−4j+k. Write⃗a=3i+2j−6kasthesumoftwovectors⃗v,w⃗,where⃗visperpendicular ⃗⃗ to d and w⃗ is parallel to d. b: Find the equation of the plane through the origin and perpendicular to x+y+z = 5 and 2x+y−2z = 7
Consider the parameterized motion given by r(t)=3t^2i-2t^2j+(6-t^3)k. Where is the object at time t=1? What is...
Consider the parameterized motion given by r(t)=3t^2i-2t^2j+(6-t^3)k. Where is the object at time t=1? What is the velocity at t=1? What is the speed at t=1? How far does the object move from 0≤t≤1? Round your answer to 2 decimal places. * r, i, j, and k should all have vector arrows above them
a). Find dy/dx for the following integral. y=Integral from 0 to cosine(x) dt/√1+ t^2 , 0<x<pi  ...
a). Find dy/dx for the following integral. y=Integral from 0 to cosine(x) dt/√1+ t^2 , 0<x<pi   b). Find dy/dx for tthe following integral y=Integral from 0 to sine^-1 (x) cosine t dt
take the lapace transform of dT/dt +kT=k(22-27U(t-2)+25U(t-7)). define L[T(t)]=W(s). show all steps
take the lapace transform of dT/dt +kT=k(22-27U(t-2)+25U(t-7)). define L[T(t)]=W(s). show all steps
Initial value problem dy/dt=(6t^5/1+t^6)y+7(1+t^6)^2 y(1)=8
Initial value problem dy/dt=(6t^5/1+t^6)y+7(1+t^6)^2 y(1)=8
Evaluate the integral. 1/(x^2+6)^2
Evaluate the integral. 1/(x^2+6)^2
Let h be the function defined by H(x)= integral pi/4 to x (sin^2(t))dt. Which of the...
Let h be the function defined by H(x)= integral pi/4 to x (sin^2(t))dt. Which of the following is an equation for the line tangent to the graph of h at the point where x= pi/4. The function is given by H(x)= integral 1.1 to x (2+ 2ln( ln(t) ) - ( ln(t) )^2)dt for (1.1 < or = x < or = 7). On what intervals, if any, is h increasing? What is a left Riemann sum approximation of integral...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT