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Identifying Fractions: Part of a Whole

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Identifying Fractions: Part of a Whole

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Identify fractions representing parts of a whole

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Oula Swaid
Oula Swaid
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Identifying Fractions: Part of a Whole
 

Identifying Fractions: Part of a WholeVersión en línea

Identify fractions representing parts of a whole

por Oula Swaid
1

A pizza is cut into 8 equal slices and 3 slices are eaten. What fraction of the pizza is eaten?

2

A rectangle is divided into 4 equal parts and 2 parts are shaded. What fraction is shaded?

3

A circle is half shaded. What fraction represents the shaded part?

4

A bar is divided into 8 equal parts. 5 parts are colored. What fraction is colored?

5

A fruit pie is divided into 12 equal slices. 4 slices are left. What fraction is left?

6

A cake divided into 8 equal pieces and you take 5 pieces. What fraction have you taken?

7

A chocolate bar has 6 equal pieces. 2 pieces are left. What fraction is left?

8

A chocolate bar is divided into 10 equal pieces and you eat 6. What fraction is eaten?

9

A cake is cut into 10 equal slices. 7 slices are taken. What fraction is taken?

10

If a pizza is cut into 5 equal parts and you eat 5 parts, what fraction of the pizza is eaten?

Feedback

3/8 is the eaten part; 1/8 would be 1 slice, 3/4 would be 6 slices, 5/8 would be 5 slices out of 8.

Two shaded parts out of four equals 2/4, which simplifies to 1/2.

Half of a circle shaded equals 1/2.

3/8→ Incorrect. This shows the uncolored parts, not the colored parts. 5/8→ Correct! The bar is divided into 8 equal parts and 5 parts are colored, so the fraction colored is 5/8. 8/5→ Incorrect. The denominator should represent the total number of equal parts, which is 8. 5/5→ Incorrect. This means the whole bar is colored, but only 5 out of 8 parts are colored.

4/12 → Correct! The pie is divided into 12 equal slices and 4 slices are left, so the fraction left is 4/12. 8/12→ Incorrect. This shows the fraction of slices taken, not the slices left. 12/4 → Incorrect. The denominator should represent the total number of equal parts, which is 12. 1/12→ Incorrect. Only 1 slice out of 12 would be left, but the question says 4 slices are left.

Taking 5 of 8 pieces is 5/8; 5/4 would be more than the whole.

2/6 → Correct! The chocolate bar has 6 equal pieces and 2 pieces are left, so the fraction left is 2/6. 4/6 → Incorrect. This shows the fraction of pieces eaten, not the pieces left. 6/2→ Incorrect. The denominator should represent the total number of equal pieces, which is 6. 1/6→ Incorrect. Only 1 piece out of 6 would be left, but the question says 2 pieces are left.

6 out of 10 pieces eaten equals 6/10 .

3/10 → Incorrect. This shows the fraction of slices left, not the slices taken. 7/10 → Correct! The cake has 10 equal slices and 7 slices are taken, so the fraction taken is 7/10. 10/7 → Incorrect. In fractions, the numerator cannot be greater than the denominator when describing parts of a whole like this. 7/7 → Incorrect. This means the whole cake was taken, but only 7 out of 10 slices were taken.

Eating all 5 parts means the whole pizza, 5/5.

 
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