Question

find the angles in the following figures​

Answer 1

Answer:

1.) a=50° ( interior angle on the same side of the transversal)

a+b=180°(Linear Pair)

50°+b=180°

b=130°

c=45°

lly, a+c=180°

c=135°

Answer 2

Answer:

6.) e=30°{ Alt. interior angles}

lly,d=70°

3.) z=60°{interior angles}

z=w {alt. interior angles}

so,w=60°

Now, v+w=180° { linear Pair}

v=180°-60°

v= 120°

v=x {interior angles}

so,x= 120°

w=y=60° {interior angles}

5.) p=45°{ alt. interior angles}

p+q= 180°{ linear Pair}

q=135°

t=q ( alt. interior angles)

so, t= 135°

s= 45° ( by linar pair)

r=s=45° ( alt.interior angle)

Step-by-step explanation:

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Sorry mate...i was unable to answer you earlier as my pre boards were running at that time