Given. <1 and <2 are supplements , <3 and <4 are supplements, and <1 = <4

Prove : <2 = <3

Question

09-06-2021
Mathematics

contestada

Given. <1 and <2 are supplements , <3 and <4 are supplements, and <1 = <4

Prove : <2 = <3

Respuesta :

Otras preguntas

3. How do you interpret the transformations of a quadratic function while in vertex form 4. How many solutions can a quadratic equation have and why does it var

Which is a sign of a possible insert infection?

The bottom number of the time signature indicates what type of note receives _ beat.

find the missing side length of the right triangle.

Make a letter to recruit 1M soldiers

Help me please dear Iam waiting

Romeo and Juliet Scene Act when they fall in love with each other and when they kissed and died

What is biological magnification?

how do you understand maths

ladydeadpoolxl ladydeadpoolxl · Answer 1 · 2021-06-09T12:08:26+02:00

ladydeadpoolxl ladydeadpoolxl

09-06-2021

Here’s the answers , it stops at 7 in the picture but here’s 8-9

8. Statement - m<1+m2=m<3+m<1
Reason - substitution property

9. Statement - m<2 = m<3
Reason - subtraction property

10. Statement - <2=<3
Reason - definition of = angles !!

Answer Link

Given. <1 and <2 are supplements , <3 and <4 are supplements, and <1 = <4 Prove : <2 = <3

Respuesta :

Otras preguntas

Given. <1 and <2 are supplements , <3 and <4 are supplements, and <1 = <4

Prove : <2 = <3