The distance between (4,p) and (1,0) is 5 units. Find all possible values of p.
Correct!
The answer is B, ±4.
Lakshyank has 155 Coordinate Geometry questions for CBSE X. Try a few below, then practise the rest free.
The distance between (4,p) and (1,0) is 5 units. Find all possible values of p.
Correct!
The answer is B, ±4.
Find the vertices of a triangle whose side midpoints are (3,1),(5,6),(−3,2).
Correct!
The answer is A, (−1,7),(−5,−3),(11,5).
O(−1,6) divides the segment P(−3,10)Q(6,−8) internally. Find PO:OQ.
Correct!
The answer is B, 2:7.
P(2,p) is the midpoint of A(6,−5) and B(−2,11). Find p.
Correct!
The answer is C, 3.
Find the midpoint between (−3,4) and (10,−5).
Correct!
The answer is A, (3.5,−0.5).
Find the point dividing the segment from (4,−3) to (8,5) internally in ratio 3:1.
Correct!
The answer is C, (7,3).
P=(4,m) lies on the segment from (2,3) to (6,−3). Find AP:PB and m.
Correct!
The answer is B, 1:1; m=0.
A circle has centre (2,−3). If B=(1,4) and AB is a diameter, find A.
Correct!
The answer is C, (3,−10).
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