CBSE Questions for Class 9 Maths Coordinate Geometry Quiz 7 - MCQExams.com

Which point lies on $$y$$-axis?
  • $$(4,0)$$
    (4,0)$$
  • $$(0, 4)$$
  • $$(-8, 0)$$
  • $$(0, -8)$$
In the given figure, which of the following are equal? 
516166_9dd10e57377d479bb2f71080239cfe25.png
  • $$pr$$
  • $$ps$$
  • $$qr$$
  • $$qs$$
If the co-ordinates of the point $$P$$ are $$(3, -5)$$, find the perpendicular distance of $$P$$ from the $$y$$-axis with proper $$'+'$$ or $$'-'$$ sign prefixed.
  • $$-5$$
  • $$5$$
  • $$3$$
  • $$-3$$
In which of the quadrant, point $$(-7, -6)$$ will lie?
  • $$Q_3$$
  • $$Q_4$$
  • $$Q_2$$
  • $$Q_1$$
$$(-5, -8)$$ lies in the fourth quadrant.
  • True
  • False
Write the following based on the graph.
The abscissa of M
571164_a7d942fdeb02476e95969d704b679d41.png
  • $$-3$$
  • $$3$$
  • $$7$$
  • None of these
The point $$(2, -3)$$ lies in the third quadrant.
  • True
  • False
State True or False.
The point $$(-x, -y)$$ lies in the first quadrant where x < 0, y < 0.
  • True
  • False
Write the quadrant in which the following point lie
$$(4, 2)$$
  • $$Q_1$$
  • $$Q_2$$
  • $$Q_3$$
  • $$Q_4$$
Sate true or false
Line joining them is parallel to Y axis
(i) $$(4, 2)$$
(ii) $$(4, -5)$$
(iii) $$(4, 0)$$
(iv) $$(4, -2)$$
  • True
  • False
State whether the following statement is true/false.
$$(-2, -7)$$ is a point in the III quadrant.
  • True
  • False
State whether the following statements are true/false.
$$(-2, 3)$$ lies in the II quadrant.
  • True
  • False
Find the quadrant or axis in/on which the following point lies.
$$(-5, 7)$$
  • $$I$$
  • $$II$$
  • $$III$$
  • None of these
Find the quadrant or axis on/in which the following point lies.
$$(1, 4)$$
  • $$I$$
  • $$II$$
  • $$IIII$$
  • None of these
Find the quadrant or axis on/in  which  following point lies.
$$(-8, -1)$$
  • $$I$$
  • $$II$$
  • $$III$$
  • None of these
State true or false
The abscissa of two points is $$0$$.Line joining them is Y axis
  • True
  • False
Sate true or false
The ordinates of two points are each $$-6$$. Line joining them is parallel to X axis
  • True
  • False
The point (-2, 7) lies in the quadrant
  • I
  • II
  • III
  • IV
The point (x, 0) where x < 0 lies on
  • OX
  • OY
  • OX'
  • OY'
An abscissa of a point $$P$$ is negative and ordinate of $$P$$ is positive, then $$P$$ lies in:
  • $$I$$ Quadrant
  • $$II$$ Quadrant
  • $$III$$ Quadrant
  • $$IV$$ Quadrant
Which of the following points lies in second quadrant?
  • $$(+x, -y)$$
  • $$(-x, -y)$$
  • $$(-x, y)$$
  • $$(x, y)$$
In which of the following quadrants does the point $$ P (2 , -3) $$  lie ? 
  • I
  • II
  • III
  • IV
In which of the following quadrants does the point $$ P (-7, -1) $$  lie ? 
  • I
  • II
  • III
  • IV
In which of the following quadrant does the point $$ P(3 , 6) $$ lie ? 
  • I
  • II
  • III
  • IV
Signs of the abscissa and ordinate of a point in the second quadrant are respectively: 
  • $$\left(+,+\right)$$
  • $$\left(-,-\right)$$
  • $$\left(-,+\right)$$
  • $$\left(+,-\right)$$
Points $$\left(1,-1\right), \left(2,-2\right), \left(4, -5\right), \left(-3,-4\right)$$
  • lie in $$II$$ quadrant
  • lie in $$III$$ quadrant
  • lie in $$IV$$ quadrant
  • do not lie in it same quadrant
On plotting the points $$O \left(0,0\right) , A \left(3,0\right), B \left(3,4\right) , C \left(0,4\right)$$ and joining OA, AB, BC and CO which of the following figure is obtained ?
  • Square
  • Rectangle
  • Trapezium
  • Rhombus
The points whose abscissa and ordinate have different signs will lie in 
  • $$I \, and \, II$$ quadrants
  • $$II \, and \, IV$$ quadrants
  • $$I$$ quadrant Only
  • $$II \, and \, IV$$ quadrants only.
The points $$\left(-5,2\right)$$ and $$\left(2,-5\right)$$ lie in the 
  • Same quadrant
  • II and III quadrants, respectively
  • II and IV quadrants, respectively
  • IV and II quadrants, respectively
If the coordinates of the two points are $$P \left(-2,3\right)$$ and $$Q\left(-3,5\right)$$, then $$\left(\text{Abscissa of }of\, P \right) - \left(\text{Abscissa of }Q\right)$$ is 
  • $$-5$$
  • $$1$$
  • $$-1$$
  • $$-2$$
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