Question

the image shows a long division-like calculation with numbers 3, 6, 6, 0 and some handwritten numbers and arrows. the top row has 3, 1, 2 (partially). then 3 dividing into 660, with steps like -3, -3, 6, 2, 4, 0 and arrows indicating the process.

Explanation:

Step1: Analyze the division process

We are dividing a three - digit number (let's assume it's \(660\)) by \(3\). The long - division process starts from the left - most digit.
For the hundreds place: \(\frac{6}{3}=2\)? Wait, no, in the given long - division, the first digit of the quotient (on top) for the hundreds place seems to be \(2\)? Wait, no, looking at the numbers, the dividend is \(660\) and the divisor is \(3\).

Step2: Calculate the quotient

We know that \(3\times220 = 660\). Let's check the long - division steps:

• Divide the first digit of the dividend (\(6\)) by the divisor (\(3\)): \(\frac{6}{3}=2\) (for the hundreds place). Then bring down the next digit (\(6\)) to get \(6\) (in the tens place).
• Divide \(6\) (in the tens place) by \(3\): \(\frac{6}{3}=2\) (for the tens place). Then bring down the last digit (\(0\)) to get \(0\) (in the ones place).
• Divide \(0\) by \(3\): \(\frac{0}{3}=0\) (for the ones place).

So the quotient is \(220\).

Answer:

The quotient of \(660\div3\) is \(220\)