Question

Solve using traditional division: 8,184
62.

132

131 R62

None of these is correct.

133

Answer 1

To solve the division of \( 8184 \div 62 \) using traditional long division, follow these steps:

1. **Calculate how many times 62 goes into the leading part of 8184.**
- Start with the first two digits of 8184, which is 81. Since 62 goes into 81 one time:
- \( 62 \times 1 = 62 \)
- Subtract this from 81:
- \( 81 - 62 = 19 \)

2. **Bring down the next digit of 8184 (which is 8), giving you 198.**
- Now calculate how many times 62 goes into 198.
- Since \( 62 \times 3 = 186 \) and \( 62 \times 4 = 248 \), 62 goes into 198 three times:
- \( 62 \times 3 = 186 \)
- Subtract this from 198:
- \( 198 - 186 = 12 \)

3. **Bring down the next digit of 8184 (which is 4), giving you 124.**
- Now calculate how many times 62 goes into 124.
- Since \( 62 \times 2 = 124 \), 62 goes into 124 exactly two times:
- \( 62 \times 2 = 124 \)
- Subtract this from 124:
- \( 124 - 124 = 0 \)

4. **Put it all together:**
- The quotient is \( 132 \), and there is no remainder.

So, \( 8184 \div 62 = 132 \) with a remainder of \( 0 \).

The answer is **132**.