Question

@jigglypuff314 I need a bit more help. But I understand it more now ;33333333

Answer 1

okay, shoot :)

Answer 2

if they can prove that angle RTQ = angle RTS
or that QR = RS
then Jordan would be correct.
if not, then Robert would be correct

Answer 3

Sooo.... Who is correct?

Answer 4

just by the amount of information given by the diagram, Robert would be correct because there is not enough information to prove anything more than what was already given.

Answer 5

total interior angle measurement a triangle can have = 180
but 37 + 97 + 134 does not equal 180

Answer 6

It says 2 ways. D:

Answer 7

a triangle cannot have more than one angle bigger than 90 degrees...

Answer 8

the definition of an obtuse triangle is : a triangle that contains an obtuse interior angle
therefore by definition, Joey is correct.

Answer 9

They both bisect stuff.
but perpendicular bisectors bisect a line segment while angle bisectors bisect angles

Answer 10

They are all vertex to point on opposite side.
differences are that
A perpendicular bisector is a segment that is perpendicular to a segment at it’s midpoint.
A median of a triangle is a segment whose endpoints are a vertex of the triangle and the midpoint of the opposite side
The altitudes of a triangle is the perpendicular segment from a vertex to the opposite side or to the line that contains the opposite side.

Answer 11

That it?

Answer 12

I think so

Answer 13

oh got it ;3

Answer 14

solve for x when given
6x + 4x + 6+ 8x + 3 = 63

Answer 15

18x + 9 = 63

Answer 16

18x = 54

Answer 17

x=3 ?

Answer 18

yep :)
then plug back into what each sides are....
so 6x then 4x + 6 then 8x + 3
and compare what you get...

Answer 19

so you get that sides are 18, 18, 27
then because two sides are the same length, then by definition of isosceles triangle

Answer 20

to find x, you would need a congruency postulate that does not include angle x to be proven true. therefore there is not enough information to find x.

Answer 21

Thank you! That's all!

Answer 22

you're welcome :) glad I could help!
Have a nice day! :D