2Section- BQues.4- If sum of two angles of a quadrilateral is 180', th

1.	2Section- BQues.4- If sum of two angles of a quadrilateral is 180', then what is the sum of theRemaining two angles of the quadrilateral.
Answer» Correct Question : If SUM of TWO angles of a quadrilateral is 180° , then what is the sum of the Remaining two angles of the quadrilateral. Given : ⬤ Sum of two Angles of Quadrilateral is 180° . To Find : ⬤ Sum of Ramaining two angles of Quadrilateral. Solution : Let : Measure of Remaining two Angles of Quadrilateral be X . As we KNOW that , Sum of all Angles of Quadrilateral is 360 degree . Hence , $\sf{180+x=<klux>360</klux>^{\circ}}$ x = 360 - 180 x = 180 Therefore , The Value of x is 180° Hence , Measure of Remaining two angles of Quadrilateral (x) is 180° . Check : 180 + x = 360 180 + 180 = 360 360° = 360° Hence Checked .

2Section- BQues.4- If sum of two angles of a quadrilateral is 180', then what is the sum of theRemaining two angles of the quadrilateral.

Answer»

If SUM of TWO angles of a quadrilateral is 180° , then what is the sum of the Remaining two angles of the quadrilateral.

⬤ Sum of two Angles of Quadrilateral is 180° .

⬤ Sum of Ramaining two angles of Quadrilateral.

Let :

As we KNOW that , Sum of all Angles of Quadrilateral is 360 degree . Hence ,

$\sf{180+x=<klux>360</klux>^{\circ}}$

x = 360 - 180

x = 180

Therefore , The Value of x is 180°

Hence , Measure of Remaining two angles of Quadrilateral (x) is 180° .

180 + x = 360

180 + 180 = 360

360° = 360°