if m∠6=125°,find m∠5

if m∠6=125°,find m∠5

This is a proof I am trying to do in Geometry and I just can't solve it! Please help!

After two minutes of flying, a plane has risen to an altitude of 3500 feet. The pilot looks back and can still see the end of the runway from where he took off at a 31 degree angle of depression...

P - the sun is shining q - it is raining r - the cat is inside a - the sun is shining and the cat is inside. b - if it is raining then the sun is not shining c - if it...

I have a lot of trouble with proofs and need help.

So I'm going to describe the image then I'll give what I think would be a correct answer to explain. (I'm really bad at this) Description: There's a triangle on top of an identical...

Description of image: its square it looks like that's slanted a little bit. The top-left corner is (X), the top-right corner is (Y), the bottom-left corner is (W), and the bottom-right corner...

Discuss the differences between a coordinate geometry proof and a proof method that does not require coordinate geometry. When would it be appropriate to use a coordinate proof rather than another...

Find the Perimeter of ΔABC. A(-2,2) B(5,-3) C(-4,-1)

I do not know any other things about the problem

The exterior angles of a octagon

How do I solve?

In geometry, is there a particular name for a square pyramid whose height = width (and therefore, by definition of a square pyramid equals length as well)? For example, a square pyramid that is 9"...

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The formula 180(n-2) gives the number of degrees in the angles of a convex polygon because n-2 triangles can be drawn (with no lines crossing) in a polygon with n sides, each triangle containing 180...

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Wake up at your positions the bottom of his 26 foot ladder 10 feet from the base of his building to fix a broken window how high up on the building will the ladder reach to enable to carpenter...

The perimeter of a right triangle with side lengths that are integers, and having the same area as a rectangle with dimensions 36 cm by 45 cm is, in cm

The formula 180 (n-2) gives the number of degrees in the angles of a convex polygon because n-2 triangles can be drawn (with no lines crossing) in a polygon with n sides, each triangle containing...

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