Posted by **Sebastian** on Friday, March 23, 2012 at 4:25pm.

Translate the point (5, 5) to the new origin given (h, k). Given center (h, k) = (- 3, - 3), find point (x', y').

Translate the point (- 8, - 8) to the new origin given (h,k). Given center (h,k) = (- 3, - 3), find point ( x', y').

- Translation -
**Sebastian**, Friday, March 23, 2012 at 4:44pm
It is pre-cal

- Translation -
**MathMate**, Friday, March 23, 2012 at 11:33pm
The rule (h,k) means add h to x- and k to the y-coordinate.

So if (h,k)=(-3,-3),

(5,5) -> (5-3,5-3) = (2,2)

The second problem works the same way.

## Answer This Question

## Related Questions

- Math - Find equations for a pair of lines M and N so R(sub n)compose R(sub m) is...
- math - The position vectors of points A and B with respect to the origin 0, are...
- math - The position vectors of points A and B with respect to the origin 0, are...
- Math 221 - where is the origin located in this equation? 1). The first equation ...
- NEED MAJOR HELP! *QUADRATIC EQUATIONS* - Write the equation for the circle with ...
- math - 2. suppose a point at (2,3) is translated to (7,-1). which rule describes...
- Algebra--Math matePlease help - Homework Help Forum: Algebra-Please help-I'm ...
- physics - two inertial frame s and s' have their axes paralell and pasitions of ...
- chuka university - given the eccentilisty and a point that lies on the hyperbola...
- AP Physics - At time t=0, a 2kg particle has position vector r=(5.0m)i+(-8.0m)j ...

More Related Questions