Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 4

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10th Maharashtra Board

IMPORTANT

Earn 100

Point $P$ is the centre of the circle and $AB$ is a diameter. Find the coordinates of point $B$ if coordinates of point $A$ and $P$ are $(2, - 3)$ and $(- 2, 0)$ respectively.

Important Questions on Co-Ordinate Geometry

EASY

10th Maharashtra Board

IMPORTANT

Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 5

Find the ratio in which point

P (k, 7)

divides the segment joining

A (8, 9)

and

B (1, 2) .

Also find

k

.

MEDIUM

10th Maharashtra Board

IMPORTANT

Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 6

Find the coordinates of midpoint of the segment joining the points

(22, 20)

and

(0, 16)

MEDIUM

10th Maharashtra Board

IMPORTANT

Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 7

Find the centroids of the triangles whose vertices are given below.

$(- 7, 6), (2, - 2), (8, 5)$

MEDIUM

10th Maharashtra Board

IMPORTANT

Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 7

Find the centroids of the triangles whose vertices are given below.

$(3, - 5), (4, 3), (11, - 4)$

EASY

10th Maharashtra Board

IMPORTANT

Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 7

Find the centroids of the triangles whose vertices are given below.

$(4, 7), (8, 4), (7, 11)$

MEDIUM

10th Maharashtra Board

IMPORTANT

Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 8

In

ΔABC, G (- 4, - 7)

is the centroid. If

A (- 14, - 19)

and

B (3, 5)

then find the co-ordinates of

C

.

MEDIUM

10th Maharashtra Board

IMPORTANT

Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 9

A (h, - 6), B (2, 3)

and

C (- 6, k)

are the co-ordinates of vertices of a triangle whose centroid is

G (1, 5)

. Find

h

and

k

.

MEDIUM

10th Maharashtra Board

IMPORTANT

Geometry Standard X>Chapter 5 - Co-Ordinate Geometry>Practice set 5.2>Q 10

Find the co-ordinates of the points of trisection of the line segment

AB

with

A (2, 7)

and

B (- 4, - 8)

.