Area rombus 72 and perimeter 82 find attitude
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Answered by
1
Answer:
Step-by-step explanation: Using the formulas
A=pq
2
P=4a
a=p2+q2
2
There are 2 solutions forp
p=2P2P2+P4﹣256A2﹣2P4﹣256A2P2+P4﹣256A2
64A=2·822·822+824﹣256·722﹣2·824﹣256·722·822+824﹣256·722
64·72≈3.52525
p=2P2P2﹣P4﹣256A2+2P4﹣256A2P2﹣P4﹣256A2
64A=2·822·822﹣824﹣256·722+2·824﹣256·722·822﹣824﹣256·722
64·72≈40.84817
Answered by
0
apply rhombus formula
1 by 2. 72 multiply 82
72divide 2. =36
36 multiply 82
2352
1 by 2. 72 multiply 82
72divide 2. =36
36 multiply 82
2352
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