What is the triangle sum theorem? by Griffin, Tianna

it's when the interior angles equal to 180 degrees. - Hailey, Havins

2020-11-12 15:14:00 UTC

Eduardo

2020-11-12 15:14:07 UTC

The triangle sum theorem means that all the interior angles of a triangle have to add up to 180 degrees.
For Example A equals 90 degrees, B equals 10 degrees, and C equals 80 degrees add those up and you get 180 degrees.

KenDarius

kendarius — 2020-11-12 15:14:22 UTC

the triangle sum theorem is the interior angles of a triangle
example 3 angles adding up to 180

Aliyah Bencomo

2020-11-12 15:15:10 UTC

Triangle sum theorem-The measures of the interior angles of a triangle is 180 degrees.
Example: There is a triangle that has a 100 degree angle and a 30 degree angle as the remote interior angles, what is the angle of X? The angle of X would be 50 degrees since the interior angles of a triangle always have to add up to 180 degrees.

8011112 — 2020-11-12 15:16:27 UTC

i think it is a math problems to a shape. -arianna S

Triangle Sum Theorem

802786 — 2020-11-12 15:17:14 UTC

The measurements of the interior angles of a triangle that add up to 180 degrees.
Ex:

Triangle sum theorem

2020-11-12 15:18:33 UTC

The triangle sum theorem is the measures of the interior angles of a triangle is 180 degrees - Victor Marin

2020-11-12 15:20:42 UTC

The triangle sum theorem is 180 degrees. For example, if triangle S has angle T of 109 degrees and angle E has 23 degrees then angle K has 48 degrees, that would complete the sum theorem and equal 180 degrees ~ nicole

savannah.T

8105791 — 2020-11-12 15:21:14 UTC

Angle A=90
Angle E=45
Angle W=35
90+45+35=180

2020-11-12 15:24:55 UTC

What is the triangle sum theorem?

802446 — 2020-11-12 15:25:20 UTC

The triangle sum theorem states that the three interior angles of a triangle will always add up to 180 degrees. Example: A triangle with angles 90 degrees, 50 degrees, and 40 degrees will equal 180 degrees.

What is the relationship between remote interior angles and the exterior angle? Give an example. Submit a pic.

tgriffin64 — 2020-11-12 15:27:55 UTC