Carter wants to use a model above to solve 273 / 13 explain how you got that answer

Answer 1

To solve $273÷13$ using a model, you can apply the process of long division. Here’s a step-by-step explanation of how to get the answer:

1. Set Up the Division: Write down 273 (the dividend) inside the long division symbol and 13 (the divisor) outside.

2. Divide: Start by seeing how many times 13 can fit into the first part of 273.

   • 13 does not fit into 2, so look at the first two digits, 27.
   • 13 goes into 27 twice because $2\times 13=26$.

3. Multiply and Subtract:

   • Write 2 above the division bar (this is the first part of your quotient).
   • Multiply 2 (the quotient) by 13 (the divisor) which equals 26.
   • Subtract 26 from 27: $$27-26=1$$
   • Bring down the next digit, which is 3, making it 13.

4. Repeat the Process: Now, divide 13 by 13.

   • 13 goes into 13 exactly once.
   • Write 1 next to the 2 in the quotient (making it 21).
   • Multiply 1 by 13, which equals 13.
   • Subtract 13 from 13: $$13-13=0$$

5. Final Result: Since there are no more digits to bring down and the remainder is 0, you have fully divided.

Thus, the answer to $273÷13$ is $21$.