Question

Locate the points (5,2),(3,5)(2,3)(-5,0)(-3,-5) and (6,-1) in the cartesian.

Answer 1

Answer:

Question

Locate the points (5,0),(0,5),(2,5),(5,2),(-3,5),(-3,-5),(5,-3) and (6,1) in the cartesian plane

Answer:hi there!here's your answer!NOTE: The points should be marked equidistant from each other.Hope it helps!

Question

locate the points (5,0),(0,5),(2,5),(5,2),(-3,5),(-3,-5),(5,-3)and(6,1) in the cartesian plane

5,0 = 5x axis and 0y axis0,5=0 x axis and 5 y axis 2,5=2 X axis and 5 y axis5,2=5 X axis and 2 y axis-3,5=-3x axis and 5 y axis-3,-5=-3x axis and -5 y axis5,-3=5 X axis and -3 y axis 6,1=6 X axis and 1 y axis X axis horizontal y axis vertical

Plot the following point in the Cartesian plane.A( - 5, - 3)

Draw the X - axis(horizontal line) and Y - axis(vertical line).Point A lies in the third quadrant because both x and y are negative. Start from zero, the Origin.Move 5 units from zero to its left side that is along the negative part of the X - axis.From there move 3 units along a line parallel to the negative part of the Y - axis i.e. downwards and mark it as point A.

Question

Locate the points (5,0) (0,5), 92,5),(5,2), (-3,5) (-3,-5), (5,-3),(6,1) in the cartesian plane - Maths - Introduction to Graphs

Dear student, We have, (5,0) (0,5), (2,5),(5,2), (-3,5) (-3,-5), (5,-3),(6,1) Ploting the points on cartesian plane : (5, 0) Move 5 units horizontally right from center (0, 5) Move 5 units vertically up from center (2, 5) Move 2 units horizontally right and 5 units vertically up (5, 2) Move 5 units horizontally right and 2 units vertically up (-3, 5) Move 3 units horizontally left and 5 units vertically up (5, -3) Move 5 units horizontally right and 3 units vertically down (6, 1) Move 6 units horizontally right and 1 unit vertically up Regards

Question

The point (3, 5) lies in which quadrant in the Cartesian coordinate plane?

Since, the x - coordinate and the y - coordinate are both positive, the point (3,5) lies in the first quadrant of the Cartesian plane.Therefore, option A is correct.

Question

Points A(5,3), B(-2,3) and D(5,-4) are three vertices of a square ABCD . Plot these points on a graph paper and hence , find the coordinate of the vertex C.

Solution: The graph obtained by plotting the points A, B and C and D is given below. Take a point C on the graph such that ABCD is a square i.e., all sides AB, BC ,CD ad AD are equal. So, abscissa of C should be equal to abscissa of B i.e., -2 and ordinate of C should be equal to ordinate of D i.e., -4. Hence, the coordinates of C are (-2,-4).