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FRACTION
Fraction strips, number lines, and thinking with numbers are effective tools for visualizing and understanding equivalent fractions. Fraction strips allow you to compare different fractions directly by aligning strips of varying lengths, showing how they can represent the same portion of a whole. Number lines provide a linear representation where you can mark and see fractions that occupy the same point, illustrating their equivalence. By using these tools, you can better grasp the concept of equivalence and develop strategies to find and generate equivalent fractions.
Two number lines are used to compare two fractions when visualizing their relative sizes is beneficial. This method allows for a clear representation of each fraction's position on the number lines, making it easier to see which fraction is larger or smaller. It's particularly helpful for fractions with different denominators, as it highlights their differences more effectively than numerical calculations alone. Using two number lines can also aid in understanding fraction addition or subtraction.
this is a whole number it cant exactly be put into a fraction at least not a proper fraction but you could say like 80357142857/1 or something along the lines of 160714285714/2
three lines below each other
1/2 on apex!
Place the date in the ight margin, two lines below the SOP number.
The slope of a line on a graph can be zero, or any positive or negative real whole number or fraction or decimal.
on the lines below write the main idea of the section
A fraction.
Models, such as pie charts, number lines, or fraction bars, can visually represent fractions and help illustrate their equivalence. For example, by dividing a pie into different segments, you can show that 1/2 is equivalent to 2/4 by highlighting the same area covered. Similarly, using a number line, you can mark 1/2 and 2/4 at the same point, demonstrating their equality. These visual tools make it easier to understand and create equivalent fractions.
To round fractions, you can convert them to decimal form and round the decimal to the desired precision. Alternatively, you can round the numerator or denominator to achieve a simpler fraction that is close in value. Another method is to identify a benchmark fraction (like 1/2) and round to the nearest whole number or commonly used fraction based on that comparison. Lastly, you can also use visual aids, like number lines, to determine the closest whole number or fraction.