Sixths are smaller than fourths, so 5/6 is missing a smaller piece in order to make a whole.įive-sixths is greater than 3/4, because it is closer to a whole. I do know that each fraction needs one more piece to equal one. – Example: 3/4 and 5/6Įach fraction is referring to different numbers of pieces, and the pieces are different sizes. Six-sixths is greater than 7/8, because 6/6 equals one. – Example: 6/6 and 7/8Įach fraction is referring to different numbers of pieces, and the pieces are different sizes. You can compare fractions by looking for fractions that are close to one, equal a whole number, or looking for improper fractions. I do know that three-sixths is exactly 1/2.įive-eighths is greater than three-sixths, because 5/8 greater than half. Students can explain their thinking further by stating that 4/8 is half, so 5/8 is greater than half. – Example: 3/6 and 5/8Įach fraction is referring to different numbers of pieces, and the pieces are different sizes. When fractions don’t have the same numerator or denominator, it helps to compare the fractions to 1/2. Three-fourths is greater, because it has more of the equally-sized pieces. Three-fourths is referring to three pieces. – Example: 1/4 and 3/4Įach fraction is referring to different number of pieces, but the pieces are of equal size. When the denominators are the same, we know that we are talking about pieces that are of equal size. The more you cut a whole, the smaller the pieces get Strategy #2: Fractions with the Same Denominator Two-thirds is greater, because it’s referring to two larger pieces. Students can explain their thinking further by stating that sixths are smaller because the whole has been cut into more pieces. Two-sixths is referring to smaller pieces. Two-thirds is referring to larger pieces. – Example: 2/3 and 2/6Įach fraction is referring to two pieces, but the pieces are different sizes. When the numerators are the same, we know that we have the same number of pieces. Fill out the form & the freebie will be sent to your inbox! Strategy #1: Fractions with the Same Numerator
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