Question

What is the measure of QPR? Explain how you know.

Answer 1

Answer:

$\fbox{\underline{\Huge{\mathfrak{62\textdegree}}}}$

Step-by-step explanation:

We know that horizontally straight lines are equal to $180\textdegree$, because a full circle is equal to $360\textdegree$.

So, because we are given $118\textdegree$ and we already know that the full measure is $180\textdegree$, we can simply subtract $118\textdegree$ from $180\textdegree$ to get the measure of ∠QPR. 

$180\textdegree - 118\textdegree = 62\textdegree$

So, ∠QPR = $\bold{62\textdegree}$

Answer 2

As {SPQ} is a line .

Angle SPR +Angle QPR=180°

(linear pair)

So,

According to the question

Angle SPR =118°

therefore

118°+Angle QPR=180°

Angle QPR

=180°-118°

=62°

So, Angle QPR=62°

#Notorious