How do you graph a fraction on a coordinate plane?

I have already asked this question, but I didn't give enough details. The directions read, "Model each rule with a table of values and a graph." The problem is y = 1/4x. I already did the table of values. The first value is 1. So it would be 1/4(1) which is 1/4. How would I graph 1/4 on a coordinate plane?How do you graph a fraction on a coordinate plane?1/4 is equal to .25 so the point for that coordinate will be between 0 and 1, but closer to 0....I know that's not very detailed but hopefully it helps....



http://webgraphing.com/graphing_basic.js鈥?/a>How do you graph a fraction on a coordinate plane?
generally we assume each small square to be one unit. but to plot the fraction 1/4 assume 4 squares equals one unit, to plot 1/41 assume 41 squres equal 1 and so on but fractions with numerator other than one cant be plotted in this wayHow do you graph a fraction on a coordinate plane?You go over from the origin 1 unit and up 1/4 unit. Or an easier way to do it is start by making a point at the origin then use the slope given which is 1/4. Slope represents ris over run. So you go up the y-axis 1 unit and across the x-axis to the left 4 unit and make another point there. This coordinate will be (4,1). Now since its a straight line, just use a ruler to connect the two points and extend the line as far as you need.How do you graph a fraction on a coordinate plane?
1/4x usually means the fraction with numerator 1 and denominator 4x, as in 1/(4x). You should probably write (1/4)x.



In any case, the point you want to graph is (1,1/4) not "1/4".

This point is located one unit to the right of the origin, and 1/4 of a unit up.How do you graph a fraction on a coordinate plane?when x =1 then y=1/4*1

y=1/4

A(1;1/4)

x is the horizontal axle and y is the vertical axle.

1)So you have to finde 1 on the horizontal axle and construct an parallel line with the vertical axle,

2)Then finde 1/4 on vertical axle,and construct an parallel line with the horizontal axle,

3) You wold see thet these lines are going to intersect in one poit with is the point that you are loking for A(1;1/4)