Question

name the type of triangle pgr P(√2,√2) Q√-2,-√-2) R(-√6,√6)​

Answer 1

Answer:

equilateral triangle.

Step-by-step explanation:

if you mean the point Q is (-√2,-√2), the answer is as follows. Unless Q is an imaginary number . It'll not create triangle.

PQ=√((√2-(-√2))²+(√2-(-√2))²) = 4

PR=√((√2-(-√6))²+(√2-(√6))²) = 4

QR=√((-√2-(-√6))²+(-√2-(√6))²) = 4

as PQ=PR=QR, it's a equilateral triangle.