Friday 12 May 2017

CBSE Class 9 - Maths - Co-Ordinate Geometry (Questions and Answers) (#cbseNotes)

Coordinate Geometry

Q & A


CBSE Class 9 - Maths - Co-Ordinate Geometry (Questions and Anwers) (#cbseNotes)


Q1: Write the name of the point where both axes intersect?

Answer: Origin


Q2: In which quadrant(s), ordinate of a point is negative?

Answer: III and IV


Q3: If the cooridnates of of two points P(-2,3) and Q(-3, 5), then find (abscissa of P) - (abscissa of Q) 

Answer: = (-2) - (-3) = -2 + 3 = 1



Q4: Plot the points A (-4,4), B (4,4) and C (0,0). Join AB, AC and BC and name the geometrical figure obtained.

Answer: A triangle.
CBSE Class 9 - Maths - Co-Ordinate Geometry (Questions and Answers) (#cbseNotes)


Q5: The abscissa and ordinate of a point are –3 and –5 respectively then write down the ordered pair.

Answer: P(-3, -5)


Q6: From the figure below, answer the following:

Co-ordinates of Point C
Abscissa of Point E
Coordinates of Point A
Ordinate of point B
Which points have abscissa 0.
Quadrant in which Point C lies
Perpendicular distance of Point F from x-axis 
Points which has same value of x-coordinate 

CBSE Class 9 - Maths - Co-Ordinate Geometry (Questions and Answers) (#cbseNotes)


Answer
-4, -3
3
0,0
-3
A and G
III Quadrant
2 units
A and D


Q7: What is the name of each part of the plane formed by these two lines?

Answer: Quadrant


Q8: In which quadrant, do the following points lies?
A (3, 7), 
B (–9, –6), 
C (10, 15) 
D (–5, 9)

Anaswer
A IVth quadrant
B IIIrd quadrant
C Ist quadrant 
D IInd quadrant.


Q9: Write the mirror image of the point S(–5, 7) by using x-axis?

Answer: (–5, –7)



Q10: State whether the following statements are true / false .
(5, 7) is a point in the IV quadrant.
(-2, -7) is a point in the III quadrant.
(8, -7) lies below the x-axis.
(5, 2) and ( - 7, 2) are points on the line parallel to y-axis.
(-5, 2) lies to the left of y-axis.

Answer:

False
True
True
False (parallel to x-axis)
False

No comments:

Post a Comment

We love to hear your thoughts about this post!

Note: only a member of this blog may post a comment.