In a company, soldiers are arranged in rows and columns, with $x$ representing the number of soldiers in each row and $y$ representing the number of soldiers in each column. Calculate the company's total number of soldiers.

\frac{x}{y}

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x y

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x + y

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Solution

The correct option is B $x y$

Let each box represent the position of each soldier in the company.
Say, number of soldiers in each row is $x$ and
number of soldiers in each column is $y$ .
$∴$ Total number of soldiers in the company is $x \times y = x y$ .

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In a company, soldiers are arranged in rows and columns, with x representing the number of soldiers in each row and y representing the number of soldiers in each column. Calculate the company's total number of soldiers.

The correct option is B xy Let each box represent the position of each soldier in the company. Say, number of soldiers in each row is x and number of soldiers in each column is y. ∴ Total number of soldiers in the company is x×y=xy.

In a company, soldiers are arranged in rows and columns, with $x$ representing the number of soldiers in each row and $y$ representing the number of soldiers in each column. Calculate the company's total number of soldiers.

The correct option is B $x y$

Let each box represent the position of each soldier in the company.
Say, number of soldiers in each row is $x$ and
number of soldiers in each column is $y$ .
$∴$ Total number of soldiers in the company is $x \times y = x y$ .