1. determine what the smallest place value will be in the product.\n2. rewrite each factor as a whole…

1. determine what the smallest place value will be in the product.\n2. rewrite each factor as a whole number.\n3. multiply the two whole numbers.\n4. place the decimal point in the product.\nsolve:\n5.76\n× 0.07\n?\nthe first step is to determine what the smallest place value will be in the product.\nselect the smallest place value that will be in the product.\n○ tenths\n○ hundredths\n○ thousandths\n○ ten - thousandths

1. determine what the smallest place value will be in the product.\n2. rewrite each factor as a whole number.\n3. multiply the two whole numbers.\n4. place the decimal point in the product.\nsolve:\n5.76\n× 0.07\n?\nthe first step is to determine what the smallest place value will be in the product.\nselect the smallest place value that will be in the product.\n○ tenths\n○ hundredths\n○ thousandths\n○ ten - thousandths

Answer

Explanation:

Step1: Count decimal places

The number (5.76) has (2) decimal places ((7) is in the tenths place and (6) is in the hundredths place). The number (0.07) has (2) decimal places ((0) is in the tenths place and (7) is in the hundredths place).

Step2: Add decimal places

When multiplying decimals, the total number of decimal places in the product is the sum of the decimal places of the factors. So, (2 + 2=4) decimal places.

Answer:

ten - thousandths