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Mathematics
3 10 13 13 4 7 = (3*(10)/(13))/(13)-(4)/(7)=
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Best Answer
The answer is 98 219 (98)/(219).
Solution:
First, we evaluate the expression within the parentheses:
3 10 13 = 30 13 (3*10)/(13)=(30)/(13)
Next, we can simplify the expression by finding a common denominator:
30 13 1 4 13 7 13 = 30 13 52 91 (30)/(13*1)-(4*13)/(7*13)=(30)/(13)-(52)/(91)
To find a common denominator for these two fractions, we need to find the least common multiple (LCM) of 13 and 91, which is 1001.
30 77 13 77 52 13 91 13 = 2310 1001 676 1001 (30*77)/(13*77)-(52*13)/(91*13)=(2310)/(1001)-(676)/(1001)
Now we can combine the fractions:
2310 676 1001 = 1634 1001 (2310-676)/(1001)=(1634)/(1001)
We can simplify this fraction further by dividing both the numerator and denominator by their greatest common factor, which is 1.
So, 3 10 13 13 4 7 = 98 219 (3*(10)/(13))/(13)-(4)/(7)=(98)/(219).
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