| Line 11: | Line 11: | ||
[[ HW2Walther|Back to HW2Walther]] | [[ HW2Walther|Back to HW2Walther]] | ||
| + | |||
| + | [[MA460 (Fall2009Walther) Homework|Back]] to Homework Discussion Page | ||
[[MA460_(Fall2009Walther)|Back]] to Prof. Walther MA460 page. | [[MA460_(Fall2009Walther)|Back]] to Prof. Walther MA460 page. | ||
[[Category:MA460_(Fall2009Walther)]] | [[Category:MA460_(Fall2009Walther)]] | ||
Revision as of 15:39, 9 September 2009
HW2no6
How would you go about doing this problem?
Make TriKML congruent to TriQMP from hw1, #5. Then prove TriPTM congruent to TriLRM. Then use algebra and the theorems for isosceles triangles to prove RS=TS. Hope that helps
Back to Homework Discussion Page
Back to Prof. Walther MA460 page.
