Question

Find the measure of the numbered angles in the rhombus. The diagram is not drawn to scale.

Answer 1

m < 1 = 90, m < 2 = 76, and m < 3 = 14
m < 1 = 90, m < 2 = 14, and m < 3 = 83
m < 1 = 90, m < 2 = 14, and m < 3 = 76
m < 1 = 90, m < 2 = 14, and m < 3 = 14

Answer 2

How do I solve?

Answer 3

Find the measure of the numbered angles in the rhombus. The diagram is not drawn to scale.

Answer 4

I need step by step Please

Answer 5

1 is obviously 90 degrees
and 2 is 14 degrees because of the Z pattern

Answer 6

the diagonal is bisecting atop, making one angle \(14^o\) , and is also bisecting at the bottom, and the "opposite internal" angle will be the same \(14^o\)

Answer 7

finally because it is a rhombus and that means all the sides are equivelant you can assume that the angle in the 3 triangle are 90 and 14 as well

so m>3 is equal to 180 - 14-90 = 76 degrees

Answer 8

Thanks got it