Question

In a triangle ABC, <A=35°, and <B=65°, find the measure of <C.

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Answer 1

$\huge\green{Hi}$

$\mathfrak\red{Answer:}$

Property of triangle:

The sum of all its 3 angles =180°

Answer:

<α= 35°

<β= 65°

Let angle C be = x

So,

<α +<β+ <c=180°

35°+65°+x=180°

100°+x=180°

x=180°–100°

x=80°

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Answer 2

HoLa✌️

Answer:

$< c = 180$

Step-by-step explanation:

Consider ∆ABC

We know that :Angle sum property means angles in triangle add up to 180.

$< a + < b + < c = 180 \\ 35 + 65 + < c = 180 \\ < c = 180 - 100 \\ < c = 80$