Maths-
General
Easy

Question

Find the missing values

hintHint:

Find the value of x by using the sum of angles in a triangle is 180° . Now, find values of y and z by the sum of angles on the straight line is 180°.

The correct answer is: x = 60 , y = 120 ,z = 120


    ANS :-  x = 60 , y = 120 ,z = 120
    Explanation :-
    Step 1:- Find x
    60°+ 60°+ x°=180°(sum of angles in a triangle)
    x°+ 120° = 180°
    x° = 180 - 120°     x° = 60°
    ∴ x = 60
    Step 2:- Find Z
    60°+ z°=180°(sum of angles on a straight line)
    z° = 180 - 60°     z° = 120°
    ∴ z = 120
    Step 3 :- Find y
    x°+ y° =180°(sum of angles on a straight line)
    Substitute values of x and z
    y°+ (60)° = 180°
    y° = 180 - 60°     y° = 120°
    ∴ y = 120

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