Answer: m∠2 = 160°, m∠3 = 20°.
Step-by-Step Explanation: We know that m∠1 = 160°.
The values of both m∠1 and m∠2 are equivalent, which means that m∠2 is also 160°. The interior angles of a rhombus always add up to 360°, and when we add both 1 & 2, we get 320°.
The <em>other</em> opposite ends of a rhombus's interior measures are also the same in value. ... To figure out what m∠3 is, let's do the following steps:
1. 360-320 = 40
This means that the remaining two angle measurements will add up to 40°.
2. 40/2 = 20.
The final missing angle; m∠3 = 20°.
3. There, done!! Good luck!
P.S. Can I please have Brainly?
