Please somebody help me with this question, I don’t really get it:
The triangles are shown congruent. Find the measure of angle P.
MLK is congruent to RQP.
A. 43 degrees
B. 32 degrees
C. 105 degrees
D. 37.5 degrees
Triangle 1 measures: MK: 43 degrees. ML: 32 degrees
I added them together and it was 75
Triangle 2 measures: PQR: 105
I added 105 + 75 and it was 180.
(There is a picture of the triangles but it doesn’t let me post the link)
Jacklynn draws two adjacent angles that form a right triangle. One angle measures 32°. What is the measure of the other angle?
Is it D?
the answer is (A, dont worry i got it right on the quiz so your welcome :))
It's A! Trust her/him/them.
-Someone :)
so its a?
To find the measure of angle P, we can use the fact that the triangles MLK and RQP are congruent. Congruent triangles have corresponding angles that are equal. So, if angle MLK is equal to angle RQP, we can find the measure of angle P by using the measure of angle MLK.
Based on the given information, we know that angle MLK measures 43 degrees. Therefore, angle RQP (which is congruent to MLK) also measures 43 degrees.
Now, we can find angle P by using the fact that the angles of a triangle sum up to 180 degrees. Since we have angle RQP measuring 43 degrees, we can subtract that from 180 degrees to find the remaining measure of angle P:
180 degrees - 43 degrees = 137 degrees
Therefore, the measure of angle P is 137 degrees. However, none of the answer choices provided matches this result. It's possible that there might be a mistake in the given information, or the options are not accurate.