What is the quotient of 208 divided by 8

General
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what is the quotient of 208 divided by 8

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What is the quotient of 208 divided by 8?

Answer:

To find the quotient of 208 divided by 8, you perform the division operation. Division involves determining how many times the divisor (in this case, 8) can be subtracted from the dividend (208) until what remains is less than the divisor.

Step 1: Set Up the Division

Position 208 as the dividend and 8 as the divisor in a division expression:

208 \div 8

Step 2: Perform the Division

  1. Divide: Determine how many times 8 can fit into the first digit (or group of digits) of 208. Since 8 is greater than 2 (the first digit), consider the first two digits, which is 20.

  2. Calculate: 8 fits into 20 twice (8 x 2 = 16), so write down 2 in the quotient.

  3. Subtract: Subtract 16 from 20. The result is 4 (20 - 16 = 4).

  4. Bring Down: Bring down the next digit from the dividend, which is 8, making it 48.

  5. Divide Again: Determine how many times 8 can fit into 48. Since 8 goes into 48 six times (8 x 6 = 48), write down 6 in the quotient.

  6. Subtract Again: Subtract 48 from 48, resulting in 0.

Step 3: Finalize the Calculation

At the end of the division operation, the process results in no remainder, which means the division was exact.

Final Answer:

The quotient of 208 divided by 8 is 26.

  • Quotient: 26
  • Remainder: 0 (Since there’s no remainder, 208 is perfectly divisible by 8.)

This shows that if you were to distribute 208 evenly into 8 groups, each group would contain 26.