show that points p(2,-2), Q(7,3), R(11,-1) and S(6,-6) are vertices of a parallelogram
owaissheikh790:
plz ans me fast
Answers
Answered by
3
Step-by-step explanation:
The given points are
P(2,-2),Q(7,3),R(11,-1) and S(6,-6)
PQ=√(3-(-2))²+(7-2)²=√25+25=5√2
QR=√(7-11)²+(3-(-1))²=√16+16=4√2
RS=√(11-6)²+(-1-(-6))²=√25+25=5√2
PS=√(2-6)²+(-2-(-6))²=√16+16=4√2
So,PQ=RS and QR=PS
Thus, opposite sides are equal.
Similar questions