Question

Do not points P(3, 2), Q(−2, −3) and R(2, 3) form a triangle? If so, name the type of triangle formed.

Answer 1

Answer:

it's will form right angle traingle

bro the way of phythogran therom

Answer 2

Coordinates of a triangle

Explanation:

Given: Coordinates of 3 points  P(3, 2), Q(−2, −3) and R(2, 3)

To find: PQR is a triangle.

Let's find distance between the points.

PQ = √[(-2-3)² + (-3-2)²] = √50 = 7.07

QR = √[(2-(-2)² + (3-(-3)²] = √52 = 7.21

PR =  √[(3-2)² + (2-3)²] = √2 = 1.14

Since sum of any two of the distances is greater than the third, PQR forms a triangle.

Also, we find that PQ² + PR² = (√50)² +  (√2)² = 52 = QR²

So PQR is a right-angled triangle.