In the rhombus, m angel 1=106. What are m angel 2 and m angel 3? The diagram is not drawn to scale
when its 3am and your rushing to finish all of your geometry aha hahaha...
2= 106 and 3=53
When theres a crab game ad when you're doing school xd
To find the measures of angle 2 (m∠2) and angle 3 (m∠3) in the rhombus, we can use some properties of a rhombus.
In a rhombus, opposite angles are congruent. So, angle 1 (m∠1) and angle 3 (m∠3) are congruent, and angle 2 (m∠2) and angle 4 (m∠4) are congruent.
Given that m∠1 = 106 degrees, we know that m∠1 = m∠3.
Therefore, m∠3 = 106 degrees.
Since the diagram is not drawn to scale, we cannot directly determine the exact measures of angle 2 (m∠2) and angle 4 (m∠4) unless we have more information.
However, if we assume that the sides of the rhombus are equal in length (which is a property of a rhombus), we can conclude that angle 2 (m∠2) is also equal to 106 degrees.
So, m∠2 = m∠3 = 106 degrees.
opposite angles are congruent
adjacent angles are supplementary