Question

in a parallelogram ABCD 4 angle A =5Angle B find angle C​

Answer 1

Step-by-step explanation:

In a parallelogram ABCD if ∠A is 54 of ∠B, then what is ∠A?

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ANSWER

Since from the property of parallelogram,

The sum of angle on the same side of the line AB is equal to 

180o, i.e.

∠A+∠B=180o

∠A=54∠B (Given)

⇒54∠B+∠B=180o

=59∠B=180o

=∠B=9180×5=180o

=∠B=100o

⇒∠A=54∠B=54×100

∠A=80o

∠B=100o

Answer 2

Question;♡♡♡✧♥

Angle a and angle b are linear pair of angles. If 4angle a=5angle b then find angle a and angle b.

Given;༶•┈┈⛧┈♛♛•༶♥

• ≤A and ≤B are linear pair of angles.
• 4≤A = 5≤B

To find; .・゜゜・♥　

Angle A(≤A) and Angle B(≤B).

Solution;♛⛧•༶♥　

• 4≤A = 5≤B
• ≤A = 5≤B/4

So,▧▧♡♡♡　　

• ≤A + ≤B = 180°

5≤B/4 + ≤B = 180°

9≤B/4 = 180°

9≤B = 180×4

≤B = 720/9

≤B = 80°

Then,▥▥♡♡♡

≤A = 5≤B/4

≤A = (5×80)/4

≤A = 400/4

≤A = 100°

Now, ▤▤♡♡♡

• ≤A = 100°
• ≤B = 80°
• ≤C = ≤A = 100° [Internal vertically opposite angles]
• ≤B = ≤D = 80° [Internal vertically opposite angles]

We have found;░░░♥　　

≤C = 100°

Analysis;.・゜-: ✧ :-♥　　　

Angle a and b are linear pairs... and Angle A and B has given.

Process used to solve;⋇⋆✦⋆⋇♥　　

• The Sum of linear pairs angle is 180°

≤A + ≤B = 180°

• ≤ is denoted as Angle.

Try to say;☆♬○♩●♪✧♩♥　　　

I hope it will helpful for you.

Asking for;:∞♡*♥

༶•┈┈⛧┈♛BRAINLIEST♛┈⛧┈┈•༶

｡.｡:∞♡*♥THANKS♥*♡∞:｡.｡　　

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