ok here is a word problem?

Question

The prince starts his treacherous journey long before dawn of the next day. He travels from the southeatren most porint of his castle (that is at (-11,-13) ) along the road x - 2y = 15 until it intersects with the road x = -7. here he bargins with an ancient wrrior for the purchase of his magic award. Once obtaining the sworad he travels anlong the road x = -7 untill it intersects with the raod 5y = -2x - 49.

The prince starts his treacherous journey long before dawn of the next day. He travels from the southeatren most porint of his castle (that is at (-11,-13) ) along the road x - 2y = 15 until it intersects with the road x = -7. here he bargins with an ancient wrrior for the purchase of his magic award. Once obtaining the sworad he travels anlong the road x = -7 untill it intersects with the raod 5y = -2x - 49.

i am supposed to draw these "roads" and plot the "intersections"

after that he turns and travels along the road 5y = -2x - 49 until it intersects with the road y = -5x - 19

Answer 1

Start: (-11, -13)
1st stop (-7, -4)
Last stop (-7, -7)

You can draw the lines, right?

For the last point: Substitute [ -5x - 19] for y in 5y = -2x - 49 & solve for x & y:
5(-5x - 19) = -2x - 49
Last point is (-2, -9).

Answer 2

So? Graph the 3 equations on some graph paper. You are either looking where he winds up, which should be easy to solve for, or you're looking for the distance traveled, for which you need to use the Pythagorean theorem to find.

Answer 3

What's the question?

Answer 4

It certainly is a "word problem."
No question about that - unfortunately, there's no question, period.

Answer 5

So...what's the question?

Answer 6

wat r u asking?