## Equations of Lines, vectors

1. The problem statement, all variables and given/known data
Consider the line L(t)=<1+5t, 3+t>. Then L intersects:
1. The x-axis at the point (-14,0) when t= -3
2. the y-axis at the point (0, 14/5) when t=(-1/5)
3. the parabola y=x^2 at the points ____ and ____ when t=____ and ____.

2. Relevant equations

y=x^2?

3. The attempt at a solution

I really have no idea what this is asking. I tried setting y = x^2 so (3+t) = (1+5t)^2 with the results of (110/50) and (272/50) but it didn't work. I really have no idea what it's asking. I'm sure it's a very simple problem because this is number 2/16 on my homework and I've already gotten all the others correct (including #1 and #2 of this problem), I just need a little push in the right direction.
Thanks!
 PhysOrg.com science news on PhysOrg.com >> New language discovery reveals linguistic insights>> US official: Solar plane to help ground energy use (Update)>> Four microphones, computer algorithm enough to produce 3-D model of simple, convex room
 Recognitions: Homework Help Science Advisor I think you are doing the right thing. But you are getting the wrong solutions for t. Unfortunately, when I work it out I get a pretty messy solution for the two values of t. Can you show how you solved it?
 NEVER MINE I figured it out... basic algebra problem it works now!

 Tags calc 3, equations of lines, vectors

 Similar discussions for: Equations of Lines, vectors Thread Forum Replies Calculus & Beyond Homework 2 Precalculus Mathematics Homework 1 Calculus & Beyond Homework 3 Precalculus Mathematics Homework 3 Calculus & Beyond Homework 1