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← Bihar Board Class 10 PYQ
Coordinate Geometry
Bihar Board Class 10 · Mathematics · 72 past questions
Year
2026
5
2025
13
2024
10
2023
11
2022
12
2020
7
2019
5
2018
6
2017
1
2016
1
2015
1
Q1
2026
Distance between the points $(9, 3)$ and $(15, 11)$ is
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Q2
2026
Perimeter of the triangle having vertices $(0, 7)$, $(0, 0)$ and $(24, 0)$ is
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Q3
2026
Distance of the point $(11, 60)$ from the origin is
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Q4
2026
If the points $(1, 2)$, $(0, 0)$ and $(a, b)$ are collinear then
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Q5
2026
Area of the triangle formed having vertices ( 3, 0 ), ( 7, 0 ) and ( 8, 4 ) is
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Q6
2025
The distance between the points ( 8 sin 60°, 0 ) and ( 0, 8 cos 60° ) is
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Q7
2025
If O ( 0, 0 ) be the origin and co-ordinates of the point P be ( x, y ) then the distance OP is
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Q8
2025
The distance of the point ( 12, 14 ) from the y-axis is
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Q9
2025
The ordinate of the point ( – 6, – 8 ) is
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Q10
2025
In which quadrant does the point ( 3, – 4 ) lie ?
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Q11
2025
Which of the following points lies in second quadrant ?
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Q12
2025
The co-ordinates of the mid-point of the line segment joining the points ( 4, – 4 ) and ( – 4, 4 ) are
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Q13
2025
The mid-point of line segment $AB$ is ( 2, 4 ) and the co-ordinates of point $A$ are ( 5, 7 ), then the…
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Q14
2025
The co-ordinates of the ends of a diameter of a circle are ( 10, – 6 ) and ( – 6, 10 ). Then the co-ordinates…
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Q15
2025
The co-ordinates of the vertices of a triangle are ( 4, 6 ), ( 0, 4 ) and ( 5, 5 ) then the co-ordinates of…
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Q16
2025
If $A$ ( 0, 1 ), $B$ ( 0, 5 ) and $C$ ( 3, 4 ) are the vertices of any $\Delta ABC$, then the area ( in…
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Q17
2025
Which of the following points lies on the graph of $x=2$ ?
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Q18
2025
What is the form of a point lying on $y$-axis ?
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Q19
2024
If $P\left(\frac{a}{2}, 4\right)$ is the mid-point of the line segment joining the points $A(-6, 5)$ and…
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Q20
2024
If three points are collinear then what is the area of the triangle made by them ?
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Q21
2024
If $A(-1, 0)$, $B(5, -2)$ and $C(8, 2)$ are the vertices of a $\triangle ABC$ then co-ordinates of its…
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Q22
2024
The point $(2\sqrt{7}, -3)$ lies in which quadrant ?
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Q23
2024
The distance between the points $(2\cos\theta, 0)$ and $(0, 2\sin\theta)$ is
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Q24
2024
The intersecting point of straight lines $x = -2$ and $y = 3$ is
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Q25
2024
The distance between the points $(7, -4)$ and $(-5, 1)$ is
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Q26
2024
The point on $y$-axis which is equidistant from the points $(5, -2)$ and $(-3, 2)$ is
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Q27
2024
$PQRS$ is a rectangle whose vertices are $P(0, 0)$, $Q(6, 0)$, $R(6, 2)$ and $S(0, 2)$. The area of the…
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Q28
2024
If $A(a,0)$, $B(0,0)$ and $C(0,b)$ are the vertices of $\triangle ABC$ then the area of $\triangle ABC$ is
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Q29
2023
What is the distance of point (15, 8) from the origin?
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Q30
2023
The graph of the straight line y = 2x - 3 passes through which of the following points?
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Q31
2023
The point on x-axis which is equidistant from the points (-2, 0) and (6, 0) is
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Q32
2023
The distance of the point (13, 15) from y-axis is
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Q33
2023
The coordinates of the ends of a diameter of a circle are (-10, 6) and (6, -10). Then the coordinates of its…
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Q34
2023
The length of perpendicular from point (13, 19) to x-axis is
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Q35
2023
The mid-point of the line segment joining the points (-2, 8) and (-6,-4) lies in which quadrant?
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Q36
2023
If P (0, 0), Q(8, 0) and R(0, 12) are vertices of any ΔPQR, then the area of ΔPQR is
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Q37
2023
The coordinates of the vertices of a triangle are (0, 6), (0, 0) and (8,0). Then the perimeter of the…
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Q38
2023
यदि बिन्दु R (a, b), बिन्दुओं P (0, 0) और Q(0, 2) को मिलानेवाली रेखाखण्ड पर है, तो निम्नलिखित में से कौन सही…
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Q39
2023
The point of intersection of the straight lines x = 2 and y = -3 is
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Q40
2022
Abscissa of all the points on the $y$-axis is
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Q41
2022
The coordinates of the midpoint of the line segment joining the points $A(0,-8)$ and $B(-12,0)$ are
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Q42
2022
If the co-ordinates of the vertices of $\triangle ABC$ are $A(x_1,y_1)$, $B(x_2,y_2)$ and $C(x_3,y_3)$ then…
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Q43
2022
If the points $P(2,3)$, $Q(4,k)$ and $R(6,-3)$ are collinear, then $k=$
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Q44
2022
If the vertices of a triangle are $(0,4)$, $(0,0)$ and $(3,0)$, then its perimeter will be
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Q45
2022
The area of the triangle formed by points $P(3,0)$, $Q(7,0)$ and $R(8,4)$ is
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Q46
2022
In which quadrant does the point ( 7, 10 ) lie ?
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Q47
2022
The co-ordinates of any point on the x-axis are of the form
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Q48
2022
The distance of the point $R(-x, y)$ from the origin is
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Q49
2022
The distance between the points $P(5,7)$ and $Q(8,11)$ is
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Q50
2022
The graph of the line $y = 4$ passes through which of the following points ?
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Q51
2022
The coordinates of the origin are
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Q52
2020
The point on $x$-axis which is equidistant from points $A(-1, 0)$ and $B(5, 0)$ is
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Q53
2020
The $x$-coordinate of the point $(6, -5)$ is
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Q54
2020
Distance between the points $(2, 3)$ and $(-2, 3)$ is
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Q55
2020
Distance of the point $(x, y)$ from the origin is
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Q56
2020
Which of the following is the co-ordinate of the origin ?
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Q57
2020
The co-ordinates of the mid point of the line-segment joining the points $A(3, 4)$ and $B(-3, 8)$ is
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Q58
2020
In which quadrant does the point $(-3, -5)$ lie?
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Q59
2019
Distance between the points (-5, 7) and (-1, 3) is -
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Q60
2019
Distance of the point P(-6, 8) from the origin is -
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Q61
2019
The coordinates of the midpoint of the line segment joining the points P(-4, 2) and Q(8, 6) are -
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Q62
2019
In which quadrant does the point $(2\sqrt{3}, -\sqrt{2})$ lie?
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Q63
2019
The coordinates of the mid-point of the line segment joining the points A(2, -4) and B(4, -2) is -
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Q64
2018
The lines x = -1 and y = -4 are -
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Q65
2018
The perimeter of a triangle with vertices (0, 4), (0, 0) and (3, 0) is -
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Q66
2018
The slope of the line joining the points (2, K-3) and (4, -7) is 3. The value of K will be
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Q67
2018
The lines x = -2 and y = 3 intersects at points-
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Q68
2018
The area of the triangle formed by line 5x -3y +10 = 0 with co-ordinate axis will be-
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Q69
2018
To determine a straight line, atleast K points are required. Then K is equal to-
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Q70
2017
Distance from the origin of the point (4, -5) will be-
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Q71
2016
Distance between the points $(2, 3)$ and $(-2, 3)$ will be
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Q72
2015
The midpoint of the line segment joining the points $p(-2, 8)$ and $q(-6, -4)$ is
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