The correct answer is:
The partial products are 1380 and 230, which makes 1610; placing the decimal gives us 16.10.
Explanation:
Using partial products, we ignore the decimal point and multiply as if we were using whole numbers. We multiply the tens digit in the second number, 3 (3*10 = 30), by the tens digit in the first number, 4 (4*10 = 40):
30*40 = 1200
We now multiply that 3, which has a value of 30, by 6:
30*6 = 180
This makes 1380.
We now multiply the ones digit in the second number, 5, by the tens digit in the first number, 4 (with a value of 40):
5(40) = 200
Multiply that 5 by the ones digit in the first number, 6:
5(6) = 30
This makes 200+30 = 230.
Together, we get 1380+230 = 1610; the problem has 2 digits behind the decimal total, so the answer will as well, giving us 16.10.
The partial products of 4.6 x 3.5 is equals to 16.1
The partial product involves the multiplication of each digit of a number with each digit of another number where each digit maintains its place.
Given:
4.6 x 3.5
= (4 + 0.6) * (3 * 0.5)
= (4 * 3) + (4 * 0.5) + (0.6 * 3) + (0.6 * 0.5)
= 12 + 2 + 1.8 + 0.3
= 16.1
The partial products of 4.6 x 3.5 is equals to 16.1
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