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Which of the following are the signs of the coordinates of a point that lies in the third quadrant?
The signs of the point that lies in the third quadrant are (,).
The perpendicular distance of a point from xaxis 3 units and its perpendicular distance from the yaxis is 7 units. What are the coordinates of this point if it lies in the fourth quadrant?
The signs of a point that lies in the fourth quadrant are (+,). Therefore, its coordinates are (7,3).
The perpendicular distance of a point from xaxis 5 units and its perpendicular distance from the yaxis is 1 unit. What are the coordinates of this point if it lies in the first quadrant?
The signs of a point that lies in the first quadrant are (+,+). Therefore, its coordinates are (1,5).
The perpendicular distance of a point from xaxis 8 units and it lies on the negative side of yaxis. What are the coordinates of this point?
The ycoordinate of the point is negative. Therefore, the coordinates of the point are (0,8).
Which figure is formed by joining the points A(0,0), B(7,0) and C(0,9)?
Plot the points on the graph paper and it will become a right angled triangle.
Which quadrilateral is formed by joining the points A(0,0), B(4,0), and C(4,4) and D(0,4)?
Plot the points on the graph paper and it will become a square of side length 4.
Which of the following represents (3,7)?
The point (3,7) lies in the third quadrant. It can be reached by going 3 units towards left and 7 units down from the origin.
Which of the following represents (5,3)?
The point (5,3) lies in the fourth quadrant. It can be reached by going 5 units towards right and 3 units down from the origin.
Which of the following represents (4,9)?
The point (4,9) lies in the first quadrant. It can be reached by going 4 units towards right and 9 units up from the origin.
What is the abscissa of any point yaxis?
As the point lies on the yaxis, its xcoordinate should be 0. Therefore, abscissa is 0.
Which of the following quadrants have points with negative abscissa?
Points having negative abscissa lie in second and third quadrant.
You move 7 units to the left from the origin and then moves 10 units up. At what point did you reach?
Moving 7 units to the left will make us reach at 7 on the xaxis and then moving up 10 units will make us reach the point (7,10).
What is the minimum distance of the point (4,7) from the xaxis?
The point (4,7) lies 7 units below the xaxis. So the minimum distance of the point (4,7) from the xaxis is 7 units.
What is the minimum distance of the point (8,10) from the yaxis?
The point (8,10) lies 8 units on the left of the yaxis. So the minimum distance of the point (8,10) from the yaxis is 8 units.
When two points A and B have same abscissa but different ordinates then they lie on:
Two points having same abscissa lie on a vertical line. As abscissa is not given as 0, therefore the points lie on a line parallel to yaxis.
Where does the mirror image of the point (3,1) about the xaxis lie?
Mirror image of (3,1) about xaxis will be at (3,1).
Where does the mirror image of the point (7,2) about the yaxis lie?
Mirror image of (7,2) about yaxis will be at (7,2).
What is the distance between the points (10,3) and (1,3)?
The points (10,3) and (1,3) lie on a horizontal line. Distance between the points is 11 units.
What is the distance between the points (7,4) and (7,5)?
The points (7,4) and (7,5) lie on a vertical line. Distance between the points is 9 units.
What is the distance between the points (6,8) from the origin?
Plot the point on the graphing paper. Form a right triangle having perpendicular legs as 6 and 8. Use Pythagoras theorem to find the distance of the point (6,8) from the origin.
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Find the area of the triangle formed by the points (7,0), (4,8) and the origin.
Base of triangle is 7 units. Height of triangle is 8 units.
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