Question

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Explanation:

Identify decimal places in the first factor

The first factor in the multiplication problem is \(1.47\). To find the number of decimal places, we count the digits to the right of the decimal point. The digits are \(4\) and \(7\), which gives a total of \(2\) decimal places.

Identify decimal places in the second factor

The second factor is \(3.2\). Counting the digits to the right of the decimal point, we find only the digit \(2\). This gives a total of \(1\) decimal place.

Calculate the decimal places in the product

To find the number of decimal places in the final product, we add the number of decimal places in each factor together:

$$ 2 + 1 = 3 $$

Thus, the product will have \(3\) decimal places.

Answer:

Identify the number of decimal places in each factor.

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The number of decimal places in 1.47 is <blank>2</blank>.
The number of decimal places in 3.2 is <blank>1</blank>.
The number of decimal places in the product will be the sum of the factors' decimal places. So the product will have <blank>3</blank> decimal places.