Question

Complete the following proof.
https://media.glynlyon.com/g_geo_2013/4/page36c.gif

Given:
RM = SN
11 years ago

Answer 1

if <MRS = <NSR
wouldnt you say
both RS on both are equal lengths?

Answer 2

1.SN and MRS

Answer 3

2.RS = RS,right?

Answer 4

3.NRS on statement row

Answer 5

correct

Answer 6

what about on the reason row?

Answer 7

ASA?

Answer 8

@BukLoon

Answer 9

parallel line because they have alternate angles i believe

Answer 10

so what is it going to be?

Answer 11

SAS?

Answer 12

@ganeshie8 do u know what it might be?

Answer 13

I need help with 3. nd 4. on the Reason row.

Answer 14

I think 4.is CPCTE

Answer 15

@matricked

Answer 16

Statement Reason
1. RM = SN
and <MRS = <NSR Given
2. RS = RS Reflexive
3. Triangle MRS SAS
congruent to
triangle NSR
4. SM = RN CPCTC

Answer 17

Thanks:)) @ranga

Answer 18

You are welcome.