The line $x + y = 3$ lies closer to the origin as compared to the line $x + y = 5$ when plotted on the cartesian plane.

False

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True

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Solution

The correct option is B True

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Similar questions

The line x + y = 3 lies closer to the origin as compared to the line x + y = 5 when plotted on the cartesian plane.

Q. Plot the line

y = - 3

on the cartesian plane.

Q. State True or False and write the correct statement.
1. In the cartesian plane the horizontal line is called Y-axis.
2. In the cartesian plane the vertical line is called Y-axis.
3. The point which lies both the axes is called origin.
4. The point

(2, - 3)

lies in the third quadrant.
5.

(- 5, - 8)

lies in the fourth quadrant.
6. The point (-x,-y) lies in the first quadrant where

x < 0, y, 0.

Find the point on Cartesian plane where the line 5x - y = 10 intersect the x - axis.

A point P lies on the line y = 2x in the first quadrant. Another point Q lies on the line y = 3x in the first quadrant. Suppose QP is perpendicular to the line y = 2x and QP = 5. The distance of P from the origin is:

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The line x+y=3 lies closer to the origin as compared to the line x+y=5 when plotted on the cartesian plane.

The correct option is B True

The line $x + y = 3$ lies closer to the origin as compared to the line $x + y = 5$ when plotted on the cartesian plane.