Question

two angels of a measure 85° and 45° respectively the other two angels are equal find the measure of each of these angels​

Answer 1

Answer:

Step-by-step explanation:

Sum of the angles of a quadrilateral =360 degrees.

Let the other two angles be x.

So, x+x+85+75=360

2x+160=360

2x=360-160=200

x=200/2

x=100 degrees

Hence, Other two angles are 100degrees each.

Answer 2

Answer:

So according to the statement shape must have 4 sides......

Let other two equal angles= X

So sum of all Angles of a quadrilateral shape= 360°

So, here solution...

85+45+x+x= 360°

2x= 360- 130

2x= 230

x= 115

Hence other two angles= 115°

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Gosttown by mistake typed 75° in the place of 45°........

My answer is correct....☺️