the two figures below are congruent. Find the measure of the angle that isn't labeled on either figure.
the one on the left shows a 41* degree on the top right, a 86* degree on the bottom right, a 10 in the middle of the left side, and a 6 in the middle on the bottom on one of the figures.
and the other one shows a 133* degree on the bottom left, a 17 in the middle on the right, and a 16 in the middle on the top.
There is also another side that does not have a degree on it.
dang a year or two and it has not been solved
very obscure.
Name the vertices, like ABCD and PQRS and their angles
name sides, like CD or QR and their lengths
Also, since you are only trying to find an angle, recall that the sum of the angles in a polygon with n sides is 180(n-2), and corresponding angles of congruent figures are congruent.
the inside angles add up to 360°. Three of those angles are 86°, 41°, and 133°. So the fourth angle is:
x + 86° + 41° + 133° = 360°
x = 100°
Hello, I have been stumped on this question :(
If anyone knows anything on how to help pls help me!
Mine is 6th grade math that asks: The two figures above are congruent. Find the measure of the angle that isn't labeled on either figure. The only thing I know about this is that B on the left figure and K on the right figure are the angles I am trying or find.....at left I think so....Please help me!!!
I also know that the angles are acute!
Ayo thank you so much @:P I really appreciate it! :)
Geeesh, I had to sort of guess that your two figures were quadrilaterals,
and I then simply filled in the data.
You said: There is also another side that does not have a degree on it.
you meant: There is also another <b<angle that does not have a degree on it.
Well, the total of all 4 angles in a quad add up to 360°, and you already have 3 of them.
so .......