Advertisements
Advertisements
प्रश्न
If A and B are the points (−6, 7) and (−1, −5) respectively, then the distance
2AB is equal to
पर्याय
A. 13
B. 26
C. 169
D. 238
उत्तर
The given points are A (−6, 7) and B (−1, −5).
`therefore AB=sqrt((-6-(-1))^2+(7-(-5))2)`
`=sqrt((-6+1)^2+(7+5)^2)`
`=sqrt((-5)^2+(12)^2)`
`=sqrt(25+144)`
`=sqrt169`
`=13`
`therefore 2AB=2xx13=26`
Thus, the distance 2AB is 26 units.
The correct answer is B.
APPEARS IN
संबंधित प्रश्न
If the point A(x,2) is equidistant form the points B(8,-2) and C(2,-2) , find the value of x. Also, find the value of x . Also, find the length of AB.
Find the distances between the following point.
P(–6, –3), Q(–1, 9)
Find the distance of the following point from the origin :
(6 , 8)
Find the distance of the following point from the origin :
(8 , 15)
Find the distance of the following point from the origin :
(13 , 0)
Prove that the following set of point is collinear :
(5 , 1),(3 , 2),(1 , 3)
Prove that the following set of point is collinear :
(4, -5),(1 , 1),(-2 , 7)
Find the coordinate of O , the centre of a circle passing through P (3 , 0), Q (2 , `sqrt 5`) and R (`-2 sqrt 2` , -1). Also find its radius.
Find distance between point A(7, 5) and B(2, 5)
Seg OA is the radius of a circle with centre O. The coordinates of point A is (0, 2) then decide whether the point B(1, 2) is on the circle?