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Details for problem "Shade same fractions of different shapes"

Quickname: 5247

Suitable for K-12 grades: Grade 4 Grade 5

Elementary School, Primary School, Middle School.

Summary

Shade n/m, 2n/2m, 3n/3m and so on of shapes with increasing number of parts.

Example

Shade n/m, 2n/2m, 3n/3m and so on of shapes with increasing number of parts. (Example for this math problem)

Description

This problem relates fractions with the same value but different denominators to each other. It shows the process of stepwise expansion (when read from left to right) or reduction (when read from right to left) of a fraction.

A series of shapes is shown. All shapes are of the same type, but with an increasing number of subdivisions of n, 2n 3n, and so on. With each shape, a fraction is given. The fraction always indicates the same portion of the shape, with the denominator increasing as the number of subdivisions of the shape increases. So if the first fraction is m/n, the second will be 2m/2n, the third one 3m/3n, etc.

The number of problems can be selected, and the maximum number of shapes for a problem can be specified.


Topics: Algebra

Tags: Drawing Fraction

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Customization options for this problem

Parameter
Possible values
Number of problems
1, 2, 3, 4
Max number of shapes
1, 2, 3, 4

Similar problems

Remark
Description
Name and direct link
Find two shapes with the same fraction shaded
In a series of shapes find the two shapes that represent the same fraction.
With a single shape and fraction to be shaded given
An image of s subdivided shape is shown. Shade according to given fraction.


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This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.


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