Since both multiplicands are integers, then so is their product.
three
First, calculate the product of 53 hundreds and 60 tens: (53 \times 100 \times 60 \times 10 = 53 \times 6000 = 318000). To find how many thousands are in 318,000, divide by 1,000: (318,000 \div 1,000 = 318). Therefore, there are 318 thousands in the product of 53 hundreds and 60 tens.
To find the number of decimal places in a product of decimal numbers, add up the total number of decimal places in each of the factors. For example, if you have 2.5 multiplied by 4.75, there are two decimal places in 2.5 and two decimal places in 4.75, so the product will have a total of four decimal places.
When multiplying a number with decimal places to the hundredth (2 decimal places) by a number with decimal places to the tenths (1 decimal place), you add the number of decimal places together. This results in a total of 2 + 1 = 3 decimal places in the product. Therefore, the product will have 3 decimal places.
Since both multiplicands are integers, then so is their product.
2
three
There will be five decimal places.
5.
1200 x 65000 = 78000000
First, calculate the product of 53 hundreds and 60 tens: (53 \times 100 \times 60 \times 10 = 53 \times 6000 = 318000). To find how many thousands are in 318,000, divide by 1,000: (318,000 \div 1,000 = 318). Therefore, there are 318 thousands in the product of 53 hundreds and 60 tens.
5 and 3
To find the number of decimal places in a product of decimal numbers, add up the total number of decimal places in each of the factors. For example, if you have 2.5 multiplied by 4.75, there are two decimal places in 2.5 and two decimal places in 4.75, so the product will have a total of four decimal places.
If one factor is a whole number and their product is 34.44, the other factor must be a decimal. To maintain the product as 34.44, the decimal factor can be expressed as 34.44 divided by the whole number. The least number of decimal places for the decimal factor would be two, since 34.44 has two decimal places, ensuring the product remains accurate when multiplied by the whole number.
When multiplying a number with decimal places to the hundredth (2 decimal places) by a number with decimal places to the tenths (1 decimal place), you add the number of decimal places together. This results in a total of 2 + 1 = 3 decimal places in the product. Therefore, the product will have 3 decimal places.
The product of a number with decimal places to the hundredths (2 decimal places) and a number with decimal places to the tenths (1 decimal place) will have a total of 3 decimal places. This is determined by adding the number of decimal places in each factor (2 + 1 = 3). Thus, the resulting product will be expressed to three decimal places.