(9)/((7)x)-(1)/(x) - subtract fractions

(9)/((7)x)-(1)/(x) - step by step solution for the given fractions. Subtract fractions, full explanation.

If it's not what You are looking for just enter simple or very complicated fractions into the fields and get free step by step solution. Remember to put brackets in correct places to get proper solution.

    Solution for the given fractions

    • 9/(7*x) - 1/x = ?
    • The common denominator of the two fractions is: 7*x^2
    • 9/(7*x) = (9*x)/(7*x*x) = (9*x)/(7*x^2)
    • 1/x = (1*7*x)/(7*x*x) = (7*x)/(7*x^2)
    • Fractions adjusted to a common denominator
    • 9/(7*x) - 1/x = (9*x)/(7*x^2) - (7*x)/(7*x^2)
    • (9*x)/(7*x^2) - (7*x)/(7*x^2) = (9*x-(7*x))/(7*x^2)
    • (9*x-(7*x))/(7*x^2) = (2*x)/(7*x^2)
    • (2*x)/(7*x^2) = (2*x^-1)/7

    Solution for the given fractions

    $ \frac{9}{(7*x)} -\frac{ 1}{x }=? $

    The common denominator of the two fractions is: 7*x^2

    $ \frac{9}{(7*x)} = \frac{(9*x)}{(7*x*x)} = \frac{(9*x)}{(7*x^2)} $

    $ \frac{1}{x }= \frac{(1*7*x)}{(7*x*x)} = \frac{(7*x)}{(7*x^2)} $

    Fractions adjusted to a common denominator

    $ \frac{9}{(7*x)} -\frac{ 1}{x }= \frac{(9*x)}{(7*x^2)} - \frac{(7*x)}{(7*x^2)} $

    $ \frac{(9*x)}{(7*x^2)} - \frac{(7*x)}{(7*x^2)} = \frac{(9*x-(7*x))}{(7*x^2)} $

    $ \frac{(9*x-(7*x))}{(7*x^2)} = \frac{(2*x)}{(7*x^2)} $

    $ \frac{(2*x)}{(7*x^2)} = \frac{(2*x^-1)}{7} $

    $ $

    see mathematical notation

     

    See similar equations:

    | (3x+14)/(5)+(x+54)/(7) - add fractions | | (10)/(1)/(9)/(5) - dividing of fractions | | (5)/(4)/(1)/(8) - dividing of fractions | | (9)/(7x)-(1)/(x) - subtraction of fractions | | (x)/(5)+(2)/(7) - addition of fractions | | (4)/(10)/(4)/(4) - divide fractions | | (3)/(4)+(1)/(7) - adding of fractions | | (75)/(100)/(75)/(75) - divide fractions | | (4)/(10)/(4)/(4) - dividing of fractions | | (4)/(10)*(4)/(4) - multiplication of fractions | | (4n^2+15)/(7m)-(2n^2+4)/(7m) - subtraction of fractions | | (-2)/(9)*(5)/(8) - multiplying of fractions | | (9)/(28)*(45)/(7) - multiplication of fractions | | (1)/(7)*(1)/(8) - multiply fractions | | (-10)/(1)/(1)/(9) - dividing of fractions | | (-5)/(6)/(-8)/(10) - dividing of fractions | | (5)/(11)/(9)/(22) - divide fractions | | (-5)/(6)+(-8)/(10) - add fractions | | (1)/(6)*(24)/(3) - multiplying of fractions | | (3)/(5)/(7)/(5) - dividing of fractions | | (8)/(3)/(8)/(3) - divide fractions | | (9)/(10)/(4)/(5) - dividing of fractions | | (4)/(5)*(2)/(12) - multiplication of fractions | | (-5)/(12)/(45)/(32) - dividing of fractions | | (3)/(18)-(7)/(13) - subtraction of fractions | | (2)/(15)-(2)/(12) - subtraction of fractions | | (1)/(16)-(6)/(16) - subtraction of fractions | | (t+5)/(10)+(t-3)/(10) - add fractions | | (5)/(16)+(7)/(18) - addition of fractions | | (5)/(16)-(7)/(18) - subtraction of fractions | | (6)/(16)-(1)/(11) - subtraction of fractions | | (21)/(19)/(14)/(33) - divide fractions |

    Equations solver categories