Question

Find the value of w,x,y and z in the following figure.​

Answer 1

Answer:

w = 65

x = 65°

y = 110°

z = 120°

hope it helps.....

Answer 2

Answer:

value of "y" is 110

value of "x" is 65

value of"z" is 120

value of" w" is 65

Step-by-step explanation:

As "BC " is a straight line and we know that a straight line is 180°

So,

x+115= 180

x=180-115

x= 65°

As CD is a straight line and we know that a straight line is 180°

so,

y+70=180

y=180-70

y=110°

As DA is a straight line and we know that the straight line is 180°

So,

z+60=180

z=180-60

z=120°

As we know as a quadrilateral figure has 360°

ABCD is quadrilateral figure.

So, Angle A = 60°

Angle C= 115°

Angle D =70°

then find Angle B=

Now,

Angle A+ Angle C + Angle D +Angle B= 360°

60°+115°+70°+ Angle B =360°

Angle B = 360°-60°-115°-70°

Angle B = 360-245

Angle B =115°

As we know that the straight line is 180°

As "AB" is straight line it is 180°

So,

W+ 115°=180°

w =180°-115°

w =65°

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