Question

In the given figure,PS is the median then angle QPS is? give proof also..​

Answer 1

Answer:

50°

Step-by-step explanation:

50° is the answer

B) 50°

Answer 2

Answer:

Therefore, the angle $QPS$ is b). $50$°.

Step-by-step explanation:

Concept:

The centroid of a triangle is where the medians of the triangle cross. It is located two-thirds of the way between the vertices and the midway of the opposing sides. The individual value does not reflect the median value, which is fixed by its position. The median's distance from the other values is shorter than its distance from any other point. Each array only has one median. The median cannot be changed using algebra.

Given:

A figure.

Median of the triangle $=PS$

To find:

We have to find the angle $QPS$.

Solution:

We know that median bisects the opposite line, thus

$PQ = PR$

$\angle Q = \angle R = 40$°

$\angle P$ comes out to be $100$° And since $PS$ is a median, thus, it'll bisect the $\angle P$ into two equivalent sections.

Hence,

$\angle QPS = 50$°

#SPJ3