Draw a model to show that $$ x \div 3 $$ is the same as $$ \frac{x}{3} $$

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To show that $$ x \div 3 $$ is the same as $$ \frac{x}{3} $$, we can use a model with blocks.

Let's consider a model where we have a certain number of blocks, represented by the variable $$ x $$. We want to divide these blocks into groups of 3.

1. Start with the blocks represented by $$ x $$.
2. Divide the blocks into groups of 3 by placing them in a row.
3. Count the number of groups of 3 blocks.

The number of groups of 3 blocks is represented by $$ \frac{x}{3} $$.

Therefore, $$ x \div 3 $$ is the same as $$ \frac{x}{3} $$ because both represent dividing the blocks into groups of 3.
To show that $$ x \div 3 $$ is the same as $$ \frac{x}{3} $$, imagine you have $$ x $$ blocks. If you divide them into groups of 3, the number of groups is $$ \frac{x}{3} $$. This means $$ x \div 3 $$ and $$ \frac{x}{3} $$ both represent the same division.

Draw a model to show that \( x \div 3 \) is the same as \( \frac{x}{3} \)

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