Question

math

Answer 1

http://prntscr.com/hhipaf

the thing is the teacher is saying


#1 part a: Rewrite the proof as a flowchart proof and make sure each step of the proof flows logically from earlier steps.
#1 part b: : Rewrite the proof as a two-column proof and make sure you provide a reason for each statement.

Answer 2

@sillybilly123 @Vocaloid

Answer 3

this is what i have so far

any opinions i have not done b
1. QS bisects PQR (given)
2. ∴∠PQS=∠SQR
3. ∠PQS=45o(given)
4. from (2) and (3)∠SQR=45o
5. from (3) and (4) ∠PQR=∠PQR+∠SQR=45o+45o=90o
6. ΔPQR is a right triangle

Answer 4

ANYONE e.e

Answer 5

im so lonely

Answer 6

@Zepdrix

Answer 7

@Vocaloid

Answer 8

\(\color{#0cbb34}{\text{Originally Posted by}}\) @Sarah10
this is what i have so far

any opinions i have not done b
1. QS bisects PQR (given)
2. ∴∠PQS=∠SQR
3. ∠PQS=45o(given)
4. from (2) and (3)∠SQR=45o
5. from (3) and (4) ∠PQR=∠PQR+∠SQR=45o+45o=90o
6. ΔPQR is a right triangle
\(\color{#0cbb34}{\text{End of Quote}}\)

This is all correct
if you want to be more thorough, you can add clearer explanations (stating the properties)
...
2. ∠PQS =∠SQR by definition of bisect
...
4. from (2) and (3)∠SQR=45o by transitive property
...
6. ΔPQR is a right triangle by definition of right triangle


I'm just being excessively picky x'D your answer is A+
nice job

Answer 9

thank you !!