Ratios in they coordinate plane practice

Answer 1

Sure! I can provide you with a practice problem involving ratios in the coordinate plane.

Problem:

Consider the points A(2, 5) and B(6, 9) in the coordinate plane. Find the ratio of the distance from point A to the x-axis to the distance from point B to the y-axis.

Solution:

To find the distance from a point to the x-axis, we simply take the absolute value of the y-coordinate. Similarly, to find the distance from a point to the y-axis, we take the absolute value of the x-coordinate.

Distance from A to the x-axis: |5| = 5
Distance from B to the y-axis: |6| = 6

The ratio is given by:

Ratio = Distance from A to x-axis / Distance from B to y-axis
= 5 / 6

Therefore, the ratio of the distance from point A to the x-axis to the distance from point B to the y-axis is 5/6.