To calculate the quotient of 4567 divided by 73 we can use long division method. Here are the steps:
1. Begin by dividing 45 (the first two digits of 4567) by 73. The result is 0 with a remainder of 45.
0
---------
73 ) 45
0
2. Bring down the next digit which is 6 to form 456 (the current remaining dividend).
0
---------
73 ) 45
0
-
6
3. Divide 456 by 73. The result is 6 with a remainder of 38.
0
---------
73 ) 45
0
-6
---
38
4. Bring down the next digit which is 7 to form 387 (the current remaining dividend).
0
---------
73 ) 45
0
-6
---
38
36
5. Divide 387 by 73. The result is 5 with a remainder of 52.
0
---------
73 ) 45
0
-6
---
38
36
-
52
6. Bring down the last digit which is 7 to form 527 (the current remaining dividend).
0
---------
73 ) 45
0
-6
---
38
36
-
52
36
7. Finally divide 527 by 73. The result is 7 with a remainder of 16.
0
---------
73 ) 45
0
-6
---
38
36
-
52
36
-
16
Therefore the quotient of 4567 divided by 73 is approximately 62 with a remainder of 16.
Another explanation:
CompatibleMethods
To find the compatible methods of 4567 ÷ 73 we can use division or long division method. Here's how it can be done:
Method 1: Division Method
Step 1: Divide 4567 by 73:
62
--------
73 ) 4567
4380
------
1870
1820
-------
50
So 4567 ÷ 73 = 62 remainder 50.
Method 2: Long Division Method
Step 1: Write 4567 as dividend and 73 as the divisor setting up the long division:
__
73 | 4567
Step 2: Divide the first digit of the dividend (4) by the divisor (73). The quotient is written on top and we multiply the quotient by the divisor and subtract it from the dividend:
__
73 | 4567
- 4380
-----
187
Step 3: Bring down the next digit from the dividend (6) and append it to the remainder (187) to get the new dividend (1876). Divide this new dividend by the divisor (73) and continue the process:
__
73 | 4567
- 4380
-----
187
- 182
-----
50
Step 4: At this point we have no more digits to bring down. The remainder is 50 which means the last quotient is 50.
So using the long division method 4567 ÷ 73 = 62 remainder 50.
These are the compatible methods for finding the quotient of 4567 ÷ 73.
Answers & Comments
Answer:
One compatible method for dividing 4567 by 73 is long division. Here's how you can do it:
Step 1: Divide the first digit of the dividend (4) by the divisor (73). Since 4 is smaller than 73, we continue to the next digit.
Step 2: Bring down the next digit (5) and add it to the remainder of the previous step (4). We now have 45 as our new dividend.
Step 3: Divide 45 by 73. We can see that 73 is larger than 45, so the quotient will be 0.
Step 4: Bring down the next digit (6) and add it to the remainder from the previous step (45). We now have 456 as the new dividend.
Step 5: Divide 456 by 73. The quotient is 6.
Step 6: Multiply the divisor (73) by the quotient (6) and subtract it from the dividend (456).
456 - 6 * 73 = 18
Step 7: Bring down the next digit (7) and add it to the remainder from the previous step (18). We now have 187 as the new dividend.
Step 8: Divide 187 by 73. The quotient is 2.
Step 9: Multiply the divisor (73) by the quotient (2) and subtract it from the dividend (187).
187 - 2 * 73 = 41
Step 10: Bring down any remaining digits. In this case, we have no more digits.
Step 11: The remainder is 41.
Therefore, when you divide 4567 by 73 using long division, the quotient is 62 and the remainder is 41.
Verified answer
Step-by-step explanation:
Quotient Calculation
To calculate the quotient of 4567 divided by 73 we can use long division method. Here are the steps:
1. Begin by dividing 45 (the first two digits of 4567) by 73. The result is 0 with a remainder of 45.
0
---------
73 ) 45
0
2. Bring down the next digit which is 6 to form 456 (the current remaining dividend).
0
---------
73 ) 45
0
-
6
3. Divide 456 by 73. The result is 6 with a remainder of 38.
0
---------
73 ) 45
0
-6
---
38
4. Bring down the next digit which is 7 to form 387 (the current remaining dividend).
0
---------
73 ) 45
0
-6
---
38
36
5. Divide 387 by 73. The result is 5 with a remainder of 52.
0
---------
73 ) 45
0
-6
---
38
36
-
52
6. Bring down the last digit which is 7 to form 527 (the current remaining dividend).
0
---------
73 ) 45
0
-6
---
38
36
-
52
36
7. Finally divide 527 by 73. The result is 7 with a remainder of 16.
0
---------
73 ) 45
0
-6
---
38
36
-
52
36
-
16
Therefore the quotient of 4567 divided by 73 is approximately 62 with a remainder of 16.
Another explanation:
Compatible Methods
To find the compatible methods of 4567 ÷ 73 we can use division or long division method. Here's how it can be done:
Method 1: Division Method
Step 1: Divide 4567 by 73:
62
--------
73 ) 4567
4380
------
1870
1820
-------
50
So 4567 ÷ 73 = 62 remainder 50.
Method 2: Long Division Method
Step 1: Write 4567 as dividend and 73 as the divisor setting up the long division:
__
73 | 4567
Step 2: Divide the first digit of the dividend (4) by the divisor (73). The quotient is written on top and we multiply the quotient by the divisor and subtract it from the dividend:
__
73 | 4567
- 4380
-----
187
Step 3: Bring down the next digit from the dividend (6) and append it to the remainder (187) to get the new dividend (1876). Divide this new dividend by the divisor (73) and continue the process:
__
73 | 4567
- 4380
-----
187
- 182
-----
50
Step 4: At this point we have no more digits to bring down. The remainder is 50 which means the last quotient is 50.
So using the long division method 4567 ÷ 73 = 62 remainder 50.
These are the compatible methods for finding the quotient of 4567 ÷ 73.