Partition Shapes Into Equal Parts - 2nd Grade Math
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Find the correct description: A whole made of $3$ equal shares is called what?
Find the correct description: A whole made of $3$ equal shares is called what?
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Three thirds. Three equal parts of a whole are called thirds.
Three thirds. Three equal parts of a whole are called thirds.
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Identify the fraction for one share if a circle is partitioned into $2$ equal shares.
Identify the fraction for one share if a circle is partitioned into $2$ equal shares.
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$\frac{1}{2}$. Two equal shares means each share is one-half.
$\frac{1}{2}$. Two equal shares means each share is one-half.
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Identify the fraction for one share if a rectangle is partitioned into $4$ equal shares.
Identify the fraction for one share if a rectangle is partitioned into $4$ equal shares.
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$\frac{1}{4}$. Four equal shares means each share is one-fourth.
$\frac{1}{4}$. Four equal shares means each share is one-fourth.
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Choose the word that matches the fraction $\frac{1}{4}$: halves, thirds, or fourths.
Choose the word that matches the fraction $\frac{1}{4}$: halves, thirds, or fourths.
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Fourths. The denominator 4 indicates fourths.
Fourths. The denominator 4 indicates fourths.
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Choose the word that matches the fraction $\frac{1}{3}$: halves, thirds, or fourths.
Choose the word that matches the fraction $\frac{1}{3}$: halves, thirds, or fourths.
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Thirds. The denominator 3 indicates thirds.
Thirds. The denominator 3 indicates thirds.
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Choose the word that matches the fraction $\frac{1}{2}$: halves, thirds, or fourths.
Choose the word that matches the fraction $\frac{1}{2}$: halves, thirds, or fourths.
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Halves. The denominator 2 indicates halves.
Halves. The denominator 2 indicates halves.
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What fraction names one part when a circle is split into $4$ equal shares?
What fraction names one part when a circle is split into $4$ equal shares?
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$\frac{1}{4}$. One part out of four equal parts is one-fourth.
$\frac{1}{4}$. One part out of four equal parts is one-fourth.
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What fraction names one part when a circle is split into $3$ equal shares?
What fraction names one part when a circle is split into $3$ equal shares?
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$\frac{1}{3}$. One part out of three equal parts is one-third.
$\frac{1}{3}$. One part out of three equal parts is one-third.
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What fraction names one part when a rectangle is split into $2$ equal shares?
What fraction names one part when a rectangle is split into $2$ equal shares?
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$\frac{1}{2}$. One part out of two equal parts is one-half.
$\frac{1}{2}$. One part out of two equal parts is one-half.
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Which phrase correctly describes the whole when it is made of $4$ equal shares?
Which phrase correctly describes the whole when it is made of $4$ equal shares?
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The whole is four fourths. Four fourths combine to make one complete whole.
The whole is four fourths. Four fourths combine to make one complete whole.
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What does it mean to partition a shape into equal shares?
What does it mean to partition a shape into equal shares?
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Divide it into parts that are the same size (equal area). Equal shares have the same area, not necessarily the same shape.
Divide it into parts that are the same size (equal area). Equal shares have the same area, not necessarily the same shape.
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What word names each part when a whole is partitioned into $4$ equal shares?
What word names each part when a whole is partitioned into $4$ equal shares?
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Fourths; each part is $$ of the whole. Four equal parts make fourths; each is one out of four parts.
Fourths; each part is $$ of the whole. Four equal parts make fourths; each is one out of four parts.
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Which phrase correctly describes the whole when it is made of $2$ equal shares?
Which phrase correctly describes the whole when it is made of $2$ equal shares?
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The whole is two halves. Two halves combine to make one complete whole.
The whole is two halves. Two halves combine to make one complete whole.
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Which phrase correctly describes the whole when it is made of $3$ equal shares?
Which phrase correctly describes the whole when it is made of $3$ equal shares?
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The whole is three thirds. Three thirds combine to make one complete whole.
The whole is three thirds. Three thirds combine to make one complete whole.
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Which statement is true about equal shares of identical wholes: must be same shape, or need not be same shape?
Which statement is true about equal shares of identical wholes: must be same shape, or need not be same shape?
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Equal shares of identical wholes need not have the same shape. Equal area matters, but shapes can vary (e.g., different rectangles).
Equal shares of identical wholes need not have the same shape. Equal area matters, but shapes can vary (e.g., different rectangles).
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