Introduction to what is a quotient in math:-
In mathematics, a quotient is the result of a division. For example, when dividing 6 by 3, the quotient is 2, while 6 is called the dividend, and 3 the divisor. The quotient can also be expressed as the number of times the divisor divides into the dividend.Let us see about some example problems about division.(Source : Wikipedia)
Example problems for what is a quotient in math:-
Problem 1:-
Solve 427÷13 by using long division method.
Solution:-
In the following Step by step process of how to divide
Step 1:-
-------
13| 427
In the above equation 13 is divisor and 427 is dividend. In the divisor has two decimal numbers put the value dividend of 42.
Step 2:-
3
-------
13| 427
39
---------
37
In 13 x 3 = 39 the divisor number 13 is multiplied with 3 to get an answer 39. In 37 is less than from 42.So use the value then subtract the value and get 37.
Step 3:-
32
-------
13| 427
39
---------
37
26
----------
11
In 13 x 2 = 26 the divisor number 13 is multiplied with 2 to get an answer 26. In 26 is less than from 37.So use the value then subtract the value and get 11.
Step 4:-
32.8
-------
13| 427
39
---------
37
26
----------
110
104
----------
6
The value 11 has no more value in the right side. So put 0 to get 110 and put decimal point on the quotient. Then normal division 13 x 8 = 104 the divisor number 13 is multiplied with 8 to get an answer 104. In 104 is less than from 110.So use the value then subtract the value again we get 6.
Step 5:-
32.84 --------> (Quotient)
-------
13| 427
39
---------
37
26
----------
110
104
----------
60
52
------------
8 (continued)
Repeat the step again the value 6 have no more value in the right side. So put 0 to get 60 and put decimal point on the quotient. In math normal division 13 x 4 = 52 the divisor number 13 is multiplied with 4 to get an answer 52. In 52 is less than from 60.So use the value then subtract the value again we get 8. Finally we get the quotient 32.84.
Problem 2:-
Solve 325÷15 by using long division method.
Solution:-
In the following Step by step process of how to divide
Step 1:-
______
15| 325
In the above equation 15 is divisor and 325 is dividend. In the divisor has two decimal numbers put the value dividend of 32.
Step 2:-
2
-------
15| 325
30
----------
25
In 15 x 2 = 30 the divisor number 15 is multiplied with 2 to get an answer 30. In 30 is less than from 32.So use the value then subtract the value and get 25.
Step 3:-
21
-------
15| 325
30
---------
25
15
----------
10
In 15 x 1 = 15 the divisor number 15 is multiplied with 1 to get an answer 15. In 15 is less than from 32.So use the value then subtract the value and get 10.
Step 4:-
21.6
---------
15| 325
30
---------
25
15
----------
100
90
----------
100
The value 10 has no more value in the right side. So put 0 to get 100 and put decimal point on the quotient. In math normal division 15 x 6 = 90 the divisor number 15 is multiplied with 6 to get an answer 90. In 90 is less than from 100.So use the value then subtract the value again we get 10.
Step 4:-
21.66 --------> (Quotient)
-------
15| 325
30
---------
25
15
----------
100
90
----------
100
90
-----------
10 (continued)
Repeat the step again the value 10 have no more value in the right side. So put 0 to get 100 and put decimal point on the quotient. Then normal division 15 x 6 = 90 the divisor number 15 is multiplied with 6 to get an answer 90. In 90 is less than from 100.So use the value then subtract the value again we get 10. Finally we get the quotient is 21.66.
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Practice problem for what is a quotient in math:-
Problem 1:-
Solve 524÷12 by using long division method.
Answer: - 43.66
Problem 2:-
Solve 33÷7 by using long division method
Answer: - 4.714
Problem 3:-
Solve 63÷3 by using long division method
Answer: - 21
Problem 4:-
Solve 86÷4 by using long division method
Answer: - 21.5
Problem 5:-
Solve 210÷6 by using long division method
Answer: - 35
In mathematics, a quotient is the result of a division. For example, when dividing 6 by 3, the quotient is 2, while 6 is called the dividend, and 3 the divisor. The quotient can also be expressed as the number of times the divisor divides into the dividend.Let us see about some example problems about division.(Source : Wikipedia)
Example problems for what is a quotient in math:-
Problem 1:-
Solve 427÷13 by using long division method.
Solution:-
In the following Step by step process of how to divide
Step 1:-
-------
13| 427
In the above equation 13 is divisor and 427 is dividend. In the divisor has two decimal numbers put the value dividend of 42.
Step 2:-
3
-------
13| 427
39
---------
37
In 13 x 3 = 39 the divisor number 13 is multiplied with 3 to get an answer 39. In 37 is less than from 42.So use the value then subtract the value and get 37.
Step 3:-
32
-------
13| 427
39
---------
37
26
----------
11
In 13 x 2 = 26 the divisor number 13 is multiplied with 2 to get an answer 26. In 26 is less than from 37.So use the value then subtract the value and get 11.
Step 4:-
32.8
-------
13| 427
39
---------
37
26
----------
110
104
----------
6
The value 11 has no more value in the right side. So put 0 to get 110 and put decimal point on the quotient. Then normal division 13 x 8 = 104 the divisor number 13 is multiplied with 8 to get an answer 104. In 104 is less than from 110.So use the value then subtract the value again we get 6.
Step 5:-
32.84 --------> (Quotient)
-------
13| 427
39
---------
37
26
----------
110
104
----------
60
52
------------
8 (continued)
Repeat the step again the value 6 have no more value in the right side. So put 0 to get 60 and put decimal point on the quotient. In math normal division 13 x 4 = 52 the divisor number 13 is multiplied with 4 to get an answer 52. In 52 is less than from 60.So use the value then subtract the value again we get 8. Finally we get the quotient 32.84.
Problem 2:-
Solve 325÷15 by using long division method.
Solution:-
In the following Step by step process of how to divide
Step 1:-
______
15| 325
In the above equation 15 is divisor and 325 is dividend. In the divisor has two decimal numbers put the value dividend of 32.
Step 2:-
2
-------
15| 325
30
----------
25
In 15 x 2 = 30 the divisor number 15 is multiplied with 2 to get an answer 30. In 30 is less than from 32.So use the value then subtract the value and get 25.
Step 3:-
21
-------
15| 325
30
---------
25
15
----------
10
In 15 x 1 = 15 the divisor number 15 is multiplied with 1 to get an answer 15. In 15 is less than from 32.So use the value then subtract the value and get 10.
Step 4:-
21.6
---------
15| 325
30
---------
25
15
----------
100
90
----------
100
The value 10 has no more value in the right side. So put 0 to get 100 and put decimal point on the quotient. In math normal division 15 x 6 = 90 the divisor number 15 is multiplied with 6 to get an answer 90. In 90 is less than from 100.So use the value then subtract the value again we get 10.
Step 4:-
21.66 --------> (Quotient)
-------
15| 325
30
---------
25
15
----------
100
90
----------
100
90
-----------
10 (continued)
Repeat the step again the value 10 have no more value in the right side. So put 0 to get 100 and put decimal point on the quotient. Then normal division 15 x 6 = 90 the divisor number 15 is multiplied with 6 to get an answer 90. In 90 is less than from 100.So use the value then subtract the value again we get 10. Finally we get the quotient is 21.66.
Please express your views of this topic Area of an Ellipse by commenting on blog.
Practice problem for what is a quotient in math:-
Problem 1:-
Solve 524÷12 by using long division method.
Answer: - 43.66
Problem 2:-
Solve 33÷7 by using long division method
Answer: - 4.714
Problem 3:-
Solve 63÷3 by using long division method
Answer: - 21
Problem 4:-
Solve 86÷4 by using long division method
Answer: - 21.5
Problem 5:-
Solve 210÷6 by using long division method
Answer: - 35
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