Question

Q21: In the below figure, if y is five times x, find the value of z, y, x
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Answer 1

Answer

Steb by step explanation

then y = 5x

then y = 5x In a triangle, sum of all the angles is equal to 180 degree

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60 =120

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60 =120x=120/6

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60 =120x=120/6x = 20°

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60 =120x=120/6x = 20°Y= 5x=5(20)

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60 =120x=120/6x = 20°Y= 5x=5(20) =100°

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60 =120x=120/6x = 20°Y= 5x=5(20) =100°In a straight line, sum of the adjacent angles is 180°

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60 =120x=120/6x = 20°Y= 5x=5(20) =100°In a straight line, sum of the adjacent angles is 180° Z+ X= 180

then y = 5x In a triangle, sum of all the angles is equal to 180 degree60°+5x+x= 180°60+6x= 180°6x=180-60 =120x=120/6x = 20°Y= 5x=5(20) =100°In a straight line, sum of the adjacent angles is 180° Z+ X= 180Z= 180-20= 160°

Answer 2

Y=5X
Then sum of angle of triangle is 180
60+X+5X =180
6X= 120
X=20
Then Y=100
And Z =Y+60
Z=100+60
Z=160
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