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Answer :
To solve the division problem [tex]\(215 \div 9\)[/tex], we can break it down into a few simple steps:
1. Division: Start by dividing 215 by 9. To find out how many times 9 fits into 215 without exceeding it, we can perform integer division.
- 9 goes into 21 two times (since 9 x 2 = 18) without exceeding it.
- Subtract 18 from 21 to get a remainder of 3.
- Bring down the next digit, which is 5, getting a new number of 35.
- 9 goes into 35 three times (since 9 x 3 = 27).
- Subtract 27 from 35 to get a remainder of 8.
Thus, the quotient is 23.
2. Remainder: After dividing, we have a remainder. Here, the remainder is 8.
3. Exact Decimal Result: For a more precise result, divide 215 by 9 using a calculator or long division to get a decimal. The exact decimal value is approximately 23.88888888888889.
So, when you divide 215 by 9, you get:
- A quotient of 23
- A remainder of 8
- An exact result of approximately 23.89 when expressed as a decimal
This solution provides both the whole number quotient and the remainder, along with the precise decimal result.
1. Division: Start by dividing 215 by 9. To find out how many times 9 fits into 215 without exceeding it, we can perform integer division.
- 9 goes into 21 two times (since 9 x 2 = 18) without exceeding it.
- Subtract 18 from 21 to get a remainder of 3.
- Bring down the next digit, which is 5, getting a new number of 35.
- 9 goes into 35 three times (since 9 x 3 = 27).
- Subtract 27 from 35 to get a remainder of 8.
Thus, the quotient is 23.
2. Remainder: After dividing, we have a remainder. Here, the remainder is 8.
3. Exact Decimal Result: For a more precise result, divide 215 by 9 using a calculator or long division to get a decimal. The exact decimal value is approximately 23.88888888888889.
So, when you divide 215 by 9, you get:
- A quotient of 23
- A remainder of 8
- An exact result of approximately 23.89 when expressed as a decimal
This solution provides both the whole number quotient and the remainder, along with the precise decimal result.
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