Mathematics
         
语言:中文    Language:English
Fractions calculation:
    Enter the fractions calculation formula directly and click the "Next" button to get the calculation answer.
    It does not support mathematical functions (including trigonometric functions) and can only calculate the addition, subtraction, multiplication and division of two fractions. The fraction line is indicated by "/".
    Current location:Mathematical operation > History of fraction calculation > Answer

    Overview: 5 questions will be solved this time.Among them
           ☆5 fraction calculations

[ 1/5 Fraction calculation ]
    Question type: Fractional addition
    Original question: 3/10+2/15

    Solution:
     
3
10
 +  
2
15
    Divide two fractions with defferent denominators:The denominators of two fractions are 10 and 15 respectively,their least common multiple is 30
    Divide the least common multiple 30 by the denominator 10 of the first addend to get 3
    Multiply the numerator 3 and denominator 10 of the first fraction by 3
    Then divide the least common multiple 30 by the denominator 15 of the second addend to get 2
    Multiply the numerator 2 and denominator 15 of the second fraction by 2
    = 
9
30
 +  
4
30
    Calculation result:
    =
13
30

[ 2/5 Fraction calculation ]
    Question type: Fractional addition
    Original question: 5/16+3/4

    Solution:
     
5
16
 +  
3
4
    Divide two fractions with defferent denominators:The denominators of two fractions are 16 and 4 respectively,their least common multiple is 16
    Divide the least common multiple 16 by the denominator 16 of the first addend to get 1
    Multiply the numerator 5 and denominator 16 of the first fraction by 1
    Then divide the least common multiple 16 by the denominator 4 of the second addend to get 4
    Multiply the numerator 3 and denominator 4 of the second fraction by 4
    = 
5
16
 +  
12
16
    Calculation result:
    =
17
16

[ 3/5 Fraction calculation ]
    Question type: Fractional subtraction
    Original question: 3/5-7/15

    Solution:
     
3
5
 -  
7
15
    Divide two fractions with defferent denominators:The denominators of two fractions are 5 and 15 respectively,their least common multiple is 15
    Divide the least common multiple 15 by the denominator 5 of the minuend to get 3
    Multiply the numerator 3 and denominator 5 of the subtracted number by 3
    Then divide the least common multiple 15 by the denominator 15 of the subtraction to get 1
    Multiply the subtracted numerator 7 and denominator 15 by 1 at the same time
    = 
9
15
 -  
7
15
Calculation result:
    =
2
15

[ 4/5 Fraction calculation ]
    Question type: Fractional addition
    Original question: 4/13+9/52

    Solution:
     
4
13
 +  
9
52
    Divide two fractions with defferent denominators:The denominators of two fractions are 13 and 52 respectively,their least common multiple is 52
    Divide the least common multiple 52 by the denominator 13 of the first addend to get 4
    Multiply the numerator 4 and denominator 13 of the first fraction by 4
    Then divide the least common multiple 52 by the denominator 52 of the second addend to get 1
    Multiply the numerator 9 and denominator 52 of the second fraction by 1
    = 
16
52
 +  
9
52
    Calculation result:
    =
25
52

[ 5/5 Fraction calculation ]
    Question type: Fractional subtraction
    Original question: 3/3-1/8

    Solution:
     
3
3
 -  
1
8
    Reduce the minuend by 3
    = 
1
 3 
 3 
1
 -  
1
8

    = 1 -  
1
8
    Divide two fractions with defferent denominators:The denominators of two fractions are 1 and 8 respectively,their least common multiple is 8
    Divide the least common multiple 8 by the denominator 1 of the minuend to get 8
    Multiply the numerator 1 and denominator 1 of the subtracted number by 8
    Then divide the least common multiple 8 by the denominator 8 of the subtraction to get 1
    Multiply the subtracted numerator 1 and denominator 8 by 1 at the same time
    = 
8
8
 -  
1
8
Calculation result:
    =
7
8



Your problem has not been solved here? Please go to the Hot Problems section!





  New addition:Lenders ToolBox module(Specific location:Math OP > Lenders ToolBox ),welcome。