Solve using traditional division: 7,925

Question

25.

317

None of these is correct.

316 R25

3170

Answer 1

To solve \( 7925 \div 25 \) using traditional long division:

1. Setup:

   • 25 is the divisor (outside), and 7925 is the dividend (inside).

2. Determine how many times 25 goes into the leading part of 7925:

   • 25 goes into 79 (the first two digits of 7925) 3 times because \( 25 \times 3 = 75 \).

3. Subtract:

   • \( 79 - 75 = 4 \).

4. Bring down the next digit (2):

   • Now we have 42.

5. Determine how many times 25 goes into 42:

   • 25 goes into 42 once because \( 25 \times 1 = 25 \).

6. Subtract again:

   • \( 42 - 25 = 17 \).

7. Bring down the next digit (5):

   • Now we have 175.

8. Determine how many times 25 goes into 175:

   • 25 goes into 175 exactly 7 times because \( 25 \times 7 = 175 \).

9. Subtract:

   • \( 175 - 175 = 0 \).

Now we combine all the results:

• From the steps above, we found that 25 goes into 7925 a total of \( 317 \) times with a remainder of \( 0 \).

Thus, we can conclude that: \[ 7925 \div 25 = 317 \]

The original options were:

• 317
• None of these is correct
• 316 R25
• 3170

The correct answer is 317.