In rhombus beam, find ame and aem
Answers
If you are asking the answer for the diagram I have attached, then here you go
Answer:
∠AME & ∠AEM=20°
Step-by-step explanation:
Given angle,
∠A = 70°
By looking you can make out that ∠O = 90°
To be sure you can multiply 90 with 4
You should get 360
( 90*4=360)
Now to find ∠AME,
Sum of all angles of a triangle = 180
70 + 90 + ∠AME = 180
160 + ∠AME = 180
∠AME = 180 - 160
= 20°
∠AEM = 20° (equal sides make equal angles)
HOPE Y'ALL UNDERSTOOD
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Answer:
20 degree
Step-by-step explanation:
Given angle,
∠A = 70°
By looking you can make out that ∠O = 90°
To be sure you can multiply 90 with 4
You should get 360
( 90*4=360)
Now to find ∠AME,
Sum of all angles of a triangle = 180
70 + 90 + ∠AME = 180
160 + ∠AME = 180
∠AME = 180 - 160
= 20°
∠AEM = 20° (equal sides make equal angles)