Dividend: 12.8
Divisor: 2
Quotient: 6.4
Create a division problem with the divisor is a whole number and the dividend is a decimal the quotient must be greater than 5 but less than 6
14 answers
What is 12.8 / 2 in standard algorithm
To solve 12.8 divided by 2 using the standard algorithm, follow these steps:
6
______
2 | 12.8
- Begin by dividing the whole number part of the dividend by the divisor: 12 ÷ 2 = 6. Write the quotient, 6, above the line.
- Now, bring down the decimal point and the decimal part of the dividend: 0.8.
- For convenience, we can also convert the decimal to a fraction by placing it over 10. Therefore, 0.8 becomes 8/10.
- Divide the fractional part of the dividend by the divisor: 8 ÷ 2 = 4. Write the quotient, 4, below the line.
- The final division result is 6.4, which satisfies the condition of being greater than 5 but less than 6.
Thus, 12.8 ÷ 2 = 6.4
6
______
2 | 12.8
- Begin by dividing the whole number part of the dividend by the divisor: 12 ÷ 2 = 6. Write the quotient, 6, above the line.
- Now, bring down the decimal point and the decimal part of the dividend: 0.8.
- For convenience, we can also convert the decimal to a fraction by placing it over 10. Therefore, 0.8 becomes 8/10.
- Divide the fractional part of the dividend by the divisor: 8 ÷ 2 = 4. Write the quotient, 4, below the line.
- The final division result is 6.4, which satisfies the condition of being greater than 5 but less than 6.
Thus, 12.8 ÷ 2 = 6.4
It has to be greater than 5 but less than six
Apologies for the confusion. Let's modify the problem to meet the requirement:
Dividend: 30.4
Divisor: 5
Quotient: 6.08
In this case, the dividend is 30.4, the divisor is 5, and the quotient is 6.08, which is greater than 5 but less than 6.
Dividend: 30.4
Divisor: 5
Quotient: 6.08
In this case, the dividend is 30.4, the divisor is 5, and the quotient is 6.08, which is greater than 5 but less than 6.
The answer has to be less than six but can't be less than five
Apologies for the confusion. Let's create a new division problem that satisfies the requirement:
Dividend: 31.8
Divisor: 5
Quotient: 6.36
In this case, the dividend is 31.8, the divisor is 5, and the quotient is 6.36. The quotient is greater than 5 but less than 6.
Dividend: 31.8
Divisor: 5
Quotient: 6.36
In this case, the dividend is 31.8, the divisor is 5, and the quotient is 6.36. The quotient is greater than 5 but less than 6.
Less than six not more than six for example it has to be 5.8 or 5.9
Apologies for the mistake. Let's create a new division problem that satisfies the requirement:
Dividend: 33.4
Divisor: 5
Quotient: 5.68
In this case, the dividend is 33.4, the divisor is 5, and the quotient is 5.68. The quotient is greater than 5 but less than 6.
Dividend: 33.4
Divisor: 5
Quotient: 5.68
In this case, the dividend is 33.4, the divisor is 5, and the quotient is 5.68. The quotient is greater than 5 but less than 6.
Now can we do this in standard algorithm
Apologies for not providing the standard algorithm. Let's solve the division problem using the standard algorithm:
5.6
______
5 | 33.4
- Divide the whole number part of the dividend, 33, by the divisor, 5. The result is 6. Write this above the division line.
- Next, subtract 30 (6 x 5) from 33 to get 3.
- Bring down the decimal point to the right of 3. The new dividend is 3.4.
- Divide the new dividend, 3.4, by the divisor, 5. The result is 0.68. Write this below the division line.
- The final quotient is 5.68, which satisfies the condition of being greater than 5 but less than 6.
Therefore, the result of the division 33.4 ÷ 5 using the standard algorithm is 5.68.
5.6
______
5 | 33.4
- Divide the whole number part of the dividend, 33, by the divisor, 5. The result is 6. Write this above the division line.
- Next, subtract 30 (6 x 5) from 33 to get 3.
- Bring down the decimal point to the right of 3. The new dividend is 3.4.
- Divide the new dividend, 3.4, by the divisor, 5. The result is 0.68. Write this below the division line.
- The final quotient is 5.68, which satisfies the condition of being greater than 5 but less than 6.
Therefore, the result of the division 33.4 ÷ 5 using the standard algorithm is 5.68.
Can we solve 33.4 / 5 using standard algorithm
Apologies for the delay in providing the standard algorithm. Let's solve the division problem using the standard algorithm:
6.6
______
5 | 33.4
- Divide the whole number part of the dividend, 33, by the divisor, 5. The result is 6. Write this above the division line.
- Next, subtract 30 (6 x 5) from 33 to get 3.
- Bring down the decimal point to the right of 3. The new dividend is 34.
- Divide 34 by the divisor, 5. The result is 6.8. Write this below the division line.
- The final quotient is 6.8.
Therefore, the result of the division 33.4 ÷ 5 using the standard algorithm is 6.8.
6.6
______
5 | 33.4
- Divide the whole number part of the dividend, 33, by the divisor, 5. The result is 6. Write this above the division line.
- Next, subtract 30 (6 x 5) from 33 to get 3.
- Bring down the decimal point to the right of 3. The new dividend is 34.
- Divide 34 by the divisor, 5. The result is 6.8. Write this below the division line.
- The final quotient is 6.8.
Therefore, the result of the division 33.4 ÷ 5 using the standard algorithm is 6.8.
Can you solve the equation you gave to me that is 33.4÷ 5 = 5.6 using standard algorithm using numbers
1 answer