A LIne interesects the y-axis and x-axis at the points P and Q IF (2,-5) IS THE mid point of PQ then find coordinates of P and Q
Answers
Answered by
4
Hey Mate
your answer is here
let coordinates of points p&q are (a,0)&(0,b) respectively
given that mid point of these points is (2,-5)
then
a/2 = 2
a = 4 &
b/2 = -5
b = -10
so,
required points are (4,0) & (0,-10)
Hope this help you
Thanks
Be Brainly
Mark me as Brainliest
your answer is here
let coordinates of points p&q are (a,0)&(0,b) respectively
given that mid point of these points is (2,-5)
then
a/2 = 2
a = 4 &
b/2 = -5
b = -10
so,
required points are (4,0) & (0,-10)
Hope this help you
Thanks
Be Brainly
Mark me as Brainliest
lakshmanteja9:
THANKS BRO
Answered by
4
let the point on x-axis be P(x,0)
point on Y-axis Q(0,y)
By mid point formula-
x/2 = 2 & y/2 = -5
x = 4 & y = -10
coordinates of P = (4,0)
coordinates of Q = (0,-10)
point on Y-axis Q(0,y)
By mid point formula-
x/2 = 2 & y/2 = -5
x = 4 & y = -10
coordinates of P = (4,0)
coordinates of Q = (0,-10)
Similar questions