The number of decimal places in the product must equal the total number of decimal places in the factors.
John's product should have 2 decimal places.
0.79 4.3
two.
Two places.
The product will have at most 2 decimal places.
When multiplying one decimal by another decimal, the result will always have a larger number of digits to the right of the decimal point than either of the two factors. The number of digits to the right is the total of the digits for the two factors.Example:.25 x .3 = .075 (two digits plus one = three)You can make this clearer by putting all three in one of the numbers to start,making one of the factors a whole number..25 x .3 = .025 x 3 = .075Example:.02 x .03 = .0006 (the product is 6, the number of places is 4)In fraction form, this would be2/100 x 3/100 = 6/10000
Two of them.
0.79 4.3
two.
Two places.
The product will have at most 2 decimal places.
There's not a lot to explain. They're different words for the same thing. When you're multiplying, you call them factors. When you're dividing, you call them divisors.
It will be two places from the end.
It will be two places.
Evaluate is to find the value of powers by multiplying the factors.
When multiplying one decimal by another decimal, the result will always have a larger number of digits to the right of the decimal point than either of the two factors. The number of digits to the right is the total of the digits for the two factors.Example:.25 x .3 = .075 (two digits plus one = three)You can make this clearer by putting all three in one of the numbers to start,making one of the factors a whole number..25 x .3 = .025 x 3 = .075Example:.02 x .03 = .0006 (the product is 6, the number of places is 4)In fraction form, this would be2/100 x 3/100 = 6/10000
You need to add up the number of digits to the right of the decimal to find the number of digits in the answer. If the first factor has 2 digits to the right of the decimal point and the second factor has 3, the final answer will have 5 digits to the right of the decimal point.
57 has 4 factors (if you are multiplying). 1,3,19,57