Question

in the given figure find the sum of a, c and e​

Answer 1

Answer:

angle a = d (voa)

c=f ( voa)

thus angle f(c)+d(a)+ e = 180° ( linear pair)

voa means vertically opposite angle

Answer 2

Given:-

• Complete angle which sums to 360°.

To Find:-

• The Value of a , c and e

Concept used:-

• Sum of the angles of Complete angle is 360°

• Vertically Opposite angle - When two Parallel lines intersected by transversal then Vertically Opposite angles are equal.

Now,

→ $\rm{\angle{b} = \angle{e}}$

→ $\rm{\angle{d} = \angle{a}}$

→ $\rm{\angle{c} = \angle{f}}$

Therefore,

→ a + b + c + d + e + f = 360°

→ a + a + c + c + e + e = 360°

→ 2 ( a + c + e) = 360°

→ a + c + e = 360/2

→ a + c + e = 180°.

Hence, The Sum of a , c and e is 180°>