Posted by **Dwight** on Wednesday, November 3, 2010 at 10:36pm.

How do I write the Symmetric Equation of a line given the following parametric equations: (where t is a scalar)

x=0t

y=0t

z=1+1t

I know normally I would solve each equation for t and set the equations equal to one another. However, I can not solve for t in the first two equations. What do I do? Thanks for your help.

## Answer this Question

## Related Questions

- Math - How do I write the Symmetric Equation of a line given the following ...
- Math- Intesection of a plane and line - Does the line [x,y,z]=[5,-9,3]+k[1,-12,2...
- Vectors - Given each scalar equation, write a vector equation and the ...
- Discrete Math: Equations of Line in a Plane - I'm stuck on these questions. Can ...
- Math: Equations of Line in a Plane - I'm stuck on these questions. Can you ...
- Calculus - Write a scalar equation of each plane, given its parametric equations...
- Vectors - How would you write a vector equation for a line using parametric ...
- Math: Scalar Equations of a Plane - Find the scalar equation of each of the ...
- precalc - What are parametric equations? How would you find the rectangular eq's...
- Math - Find parametric equations and symmetric equations for the line of ...

More Related Questions