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$ \frac{(1*1)}{(x*(x+1))} =\frac{ 1}{(x*(x+1))} $

$ $

| (13)/(35)+(5)/(21) - add fractions | | (7)/(10)+(8)/(25) - add fractions | | (-3)/(4)/((2x-3))/(20) - divide fractions | | (19)/(14)+(6)/(21) - adding of fractions | | (5)/(8)+(1)/(26) - addition of fractions | | (13)/(20)+(1)/(6) - addition of fractions | | (25)/(24)-(19)/(16) - subtract fractions | | (4)/(5)+(7)/(20) - addition of fractions | | (7)/(3)*(3)/(14) - multiplication of fractions | | (4)/(5)+(16)/(20) - add fractions | | (4)/(5)+(16)/(20) - adding of fractions | | (-15)/(2)*(1)/(100) - multiplication of fractions | | (13)/(18)-(5)/(9) - subtraction of fractions | | (10)/(8)-(5)/(4) - subtract fractions | | (11)/(15)-(18)/(25) - subtract fractions | | (7)/(15)-(3)/(25) - subtract fractions | | (1)/(9)-(1)/(36) - subtraction of fractions | | (2)/(3)-(4)/(6) - subtract fractions | | (23)/(12)-(5)/(6) - subtraction of fractions | | (2)/(7)-(5)/(8) - subtraction of fractions | | (2)/(7)+(5)/(8) - addition of fractions | | (44)/(9)+(16)/(3) - addition of fractions | | (67)/(10)+(393)/(100) - add fractions | | (6)/(10)+(93)/(100) - addition of fractions | | (61)/(10)+(393)/(100) - addition of fractions | | (5(2m-7)+8m)/(2)+(17)/(2) - addition of fractions | | (5(2m-7)+8m)/(5)+(17)/(2) - adding of fractions | | (3)/(4)+(1)/(24) - add fractions | | (7y)/(8)/(-9)/(5y) - divide fractions | | (-11a)/(4)+(11)/(8a) - adding of fractions | | (7)/(2)/(8)/(7) - dividing of fractions | | (-8)/(-5)/(7)/(5) - divide fractions |

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