P=(−5,4) and Q=(−2,−3) . If PQ¯ is produced to R such that p divides QR¯ externally in the ratio 1:2 , thenR is
(1,10)
(1,−10)
(10,1)
(2,−10)
P divides QR in the ratio1:2 externally
⇒PQ:PR=1:2⇒2PQ=PR
⇒Q is the midpoint of PR⇒R=2Q−P=(1,−10)