Answered

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URGENT!! ABCD is a quadrilateral. The point G is on the side which forms that AG=AB and CB=CG


The tangent to the circle at point A Is the along the side CD at point L

The extension of the leg CB is located at point K.


Prove AD=AG

URGENT ABCD Is A Quadrilateral The Point G Is On The Side Which Forms That AGAB And CBCGThe Tangent To The Circle At Point A Is The Along The Side CD At Point L class=

Sagot :

ADG is an equilateral triangle, then, line AD is equivalent to line AG.

How to prove the statement

From the information given, we have to prove that;

AD=AG

It is important to note that the triangle ADG is an equilateral triangle.

The properties of an equilateral triangle are;

  • All the sides are equal
  • All the angles are congruent and equal to 60°
  • It is a polygon with three sides

Since ADG is an equilateral triangle, then, line AD is equivalent to line AG

Thus, since ADG is an equilateral triangle, then, line AD is equivalent to line AG.

Learn more about an equilateral triangle here:

https://brainly.com/question/4293152

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