Integrate 1/(t^2(t-1))dt question

Context: Undergrad
Thread starter anderma8
Start date Apr 15, 2007
Tags

Integrate

Join the discussion

Registration is free. Ask a follow-up in this thread, or start your own.

2 replies · 6K views

anderma8

Thread starter
Apr 15, 2007

I've stared at this problem for about 5 minutes and I'm not sure how to start it. I see the function and its derivative, but I'm missing something I suspect is simple. Any suggestions as to how to start?

Discussion

Physics news on Phys.org

Quantum spin effects may enhance one-way electrical transport in chiral magnets
Spectroscopy system detects aerosols using light reflected from traffic signs and tree trunks
Cesium atoms and quantum dots generate indistinguishable photons for modular quantum networks

neutrino

Apr 15, 2007

Try partial fractions.

anderma8

Apr 15, 2007

Thanks for the reply. I just realized that as well... Thanks!

Integrate 1/(t^2(t-1))dt question

Discussion

Undergrad Why ##a^0=1##?

Undergrad Finding the minimum distance between two curves

High School Arc Length for Hyperbolic Sin

Undergrad Best way to numerically solve this system of equations?

Undergrad Why is ##x=e^y## the inverse of ##y=\int_1^x \frac{1}{t} dt##?

Undergrad Correct Upper/Lower limits for continuation of solutions for ODE

Graduate About ellipticity and a proof that a system of PDEs is elliptic

Graduate Leibniz Rule Videos on Digital-University

Insights Revisiting the Velocity-Time Function

Insights Remote Operated Gate Control System

Insights AI Enriched Problem Solving

Insights Thinking Outside The Box Versus Knowing What’s In The Box

Insights Why Entangled Photon-Polarization Qubits Violate Bell’s Inequality

Insights Quantum Entanglement is a Kinematic Fact, not a Dynamical Effect

Integrate 1/(t^2(t-1))dt question

Discussion

Similar threads

Undergrad Why is ##x=e^y## the inverse of ##y=\int_1^x \frac{1}{t} dt##?

Undergrad ##x = z^y## can't be inverse function of ##y=\int_1^x \frac{1}{t}dt##

Graduate Integrate 1/(t^2+1)^2 Using i and Partial Fractions

Complex Integration: Solving $\int_0^1\frac{2t+i}{t^2+it^2+1}dt$

Solving for the t in the Integral of 1/sqrt(9+t^2) dt

Solve Integral w/ Log: $$\int_{5}^{\infty}\frac{1}{t^r\log t}dt$$

If dx/dt=kx, and if x=2 when t=0 and x=6 when t=1, then k=

Graduate How to integrate -exp((s^2 - t^2)/2)*(f'(t) - t*f(t)) dt

High School Applying the distance formula d= v*t + 1/2a*t^2

Undergrad I need integrals Int[0,infty]t^(a-1) e^(-t) F(z, e^(-t))dt

Graduate How to integrate -exp((s^2 - t^2)/2)(f'(t) - tf(t)) dt

High School Applying the distance formula d= vt + 1/2at^2