It is less than -4 because there is -4 and proper fraction (which is also negative because minus is in front of mixed number), but it is greater than -4-1=-5, because, since positive proper fraction is less than 1 then negative proper fraction is greater than -1. This leads to difficulty placing fractions on a number line. I remember of going through problems with factoring expressions, equivalent fractions and linear algebra. Step 3: To plot 1 $\frac{2}{4}$, we put a point between 1 and 2, 2 marks to the right of 1. The easiest fractions to start with are "proper fractions", which are fractions that are of a size less than 1. Move your mouse left and right, and explore the different fractions. 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An example of Equivalent Fractions: 14 is the same as 28, 312 and 416 (Use the Fraction Number Line to see why) Practice: Unit fractions on the number line. Displaying top 8 worksheets found for - Plotting Fractions On A Number Line. For example, consider `-4 1/7`.. In this lesson, you will learn how to identify fractions greater than 1 (improper fractions) as a point on a number line by dividing the number line into equal parts. Formala for the Fundatmentals of Accounting Samples. 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