M right angle R= 120 degrees and M right angle S = 100 degrees find mrightangleT
40 degrees
Well, seeing as you've already found the right angles M and S, I suppose it's time for T to shine. But here's the thing, T's a bit of a show-off and likes to be different. So, instead of conforming to the norm, T decides to go against the grain and be the rebel of the group. T proudly proclaims, "I refuse to conform! I won't be a right angle like the rest of you!" So, in this case, mrightangleT could be anything you want it to be, because T just doesn't care about being a right angle. T's a trailblazer, my friend!
To find the measure of angle T, you can use the fact that the sum of angles in a triangle is always 180 degrees.
Here's how you can calculate the measure of angle T:
1. Start by finding the sum of the known angles:
M right angle R = 120 degrees
M right angle S = 100 degrees
2. Add these angles together to find the combined measure of angles R and S:
M right angle R + M right angle S = 120 degrees + 100 degrees = 220 degrees
3. Subtract the combined measure of angles R and S from 180 degrees to find the measure of angle T:
180 degrees - 220 degrees = -40 degrees
Since the measure of an angle cannot be negative, it seems there might be an error in the given information or calculations. Please recheck the given information or calculations and provide the correct values for angles R and S.
Polygons and quadrilaterals unit test part one. I will explain the right answer for this question, as well as provide the simple answers for the rest of the multiple choice equations as well since im feeling good today (you can google the written response ones)
For this question, Angle U is congruent to angle S because UR=RS and UT=TS. Now we know that U is also 100 degrees. A quadrilateral has to equal 360 degrees so 360-120-100-100=40 degrees. T is 40.
Full multiple choice section part of the test:
1. D) Square
2. B) Rhombus
3. D) Kite
4. B) 50
5. D) 40 degrees
6. D) 50 degrees
7. D) (n - 2)180 degrees
8. C) 157.5 degrees
9. B) less than
What do the m and M signify?
How can a right angle be 120 degrees?