Question

find the values of X Y and Z in the following figure
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Answer 1

Answer:

you need to apply linear equation 2 times and apply the property that all interior angles of a triangle is always 180 degrees

tell me if you need any more help in this question

Answer 2

Answer:

Bro where is z in the diagram also here is how it can be solved

you can see in the diagram

let's label it as ABCD

A is the 30°

B is x+ y

C is 90°

D is 120+ unknown

ABCD just for assumption and understanding

let's take Angle BDC as p

p+ 120 = 180 ( straight line or linear pair)

p = 60°

first find y

60+90+ y= 180( Sum of angles of a traingle)

y= 180-150

Therefore y= 30°

To find x we need to refer to bigger triangle

x+y+ 90+30= 180(Sum of all angles of a triangle)

x+ 150= 180, x= 30 °

Hence x= 30°

y = 30°

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