168 divided by 12 array

168 divided by 12 array

The Correct Answer and Explanation is:

To solve the problem 168 divided by 12, we can use long division or break the numbers into simpler parts. Here’s the step-by-step breakdown:

Step 1: Set up the division problem

The division problem is written as:

[
168 \div 12
]

Step 2: Divide the first digit

Start with the first digit of 168, which is 1. Divide 1 by 12. Since 12 is larger than 1, it does not go into 1, so we move to the next digits of 168.

Step 3: Divide the first two digits

Now consider the first two digits, which form the number 16. Divide 16 by 12.

[
16 \div 12 = 1
]

So, the first digit of the quotient is 1. We subtract 12 from 16, which gives us a remainder of 4.

[
16 – 12 = 4
]

Step 4: Bring down the next digit

Next, bring down the last digit of 168, which is 8. Now, we have 48.

Step 5: Divide 48 by 12

Now divide 48 by 12:

[
48 \div 12 = 4
]

So, the second digit of the quotient is 4. There is no remainder left, so the final answer is 14.

Final Answer:

[
168 \div 12 = 14
]

Explanation:

In this division process, we are breaking down the number 168 into manageable parts to make the calculation easier. We first divided 16 by 12, which gave us a quotient of 1 and a remainder of 4. Then, we brought down the next digit (8), giving us 48, which was evenly divisible by 12, resulting in a quotient of 4. Combining these results, we get the final quotient of 14.

This method of division is a direct application of long division, where we sequentially divide parts of the number and subtract the multiples, eventually arriving at the final quotient.