(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

    You can always share this solution

    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 | | (9)/(10)+(1)/(3) - addition of fractions | | (8)/(20)+(6)/(15) - adding of fractions | | (8)/(10)+(9)/(13) - addition of fractions | | (9)/(14)+(1)/(12) - addition of fractions | | (7)/(20)-(1)/(15) - subtract fractions | | (7)/(20)-(1)/(15) - subtraction of fractions | | (4)/(x)+(1)/(2) - adding of fractions | | (2)/(11)+(4)/(12) - adding of fractions | | (1)/(10)+(2)/(15) - add fractions | | (3.14)/(7)+(A)/(4) - addition of fractions | | (5)/(7)+(7)/(5) - addition of fractions | | (-3)/(7)/(3)/(7) - dividing of fractions | | (3)/(8)+(5)/(6) - adding of fractions | | (2)/(3)+(5)/(12) - add fractions | | (2)/(3)*(9)/(1) - multiplication of fractions | | (22)/(25)-(21)/(26) - subtraction of fractions | | (1)/(3)/(3)/(1) - dividing of fractions | | (8)/(14)-(7)/(15) - subtraction of fractions | | (y)/(5)-(5)/(y) - subtract fractions | | (x+1)/(2)+(3)/(4) - addition of fractions | | (10)/(33)+(3)/(8) - add fractions | | (2x/3)/(-x/4)+(-1/3)/(-1/2) - add fractions | | (3)/(10)+(13)/(16) - addition of fractions | | (4)/(3)*(6)/(20) - multiplying of fractions | | (2)/(3x)+(1)/(4) - addition of fractions | | (11)/(2)-(1)/(4) - subtract fractions | | (17)/(18)/(25)/(36) - divide fractions | | (37)/(32)-(5)/(8) - subtraction of fractions | | (7)/(16)+(23)/(32) - add fractions | | (3)/(20)-(3)/(10) - subtract fractions | | (7)/(15)+(7)/(30) - adding of fractions | | (2)/(5)-(2)/(1) - subtraction of fractions | | (2)/(5)-(2)/(2) - subtraction of fractions |


    Related pages


    beigowhat is the gcf of 84log7 2derivative of 3sinxsin 4x graphequation solver stepsprime factorization 63greatest common factor of 120the prime factorization of 200ln 4x 21.9 inches to fractionsimplify expression calculator with stepsfactor 4x2 20x 25what is 1.125 as a fractionroman numeral 19903y 2x 9y 3sinx2x 3 7x1-506999 roman numeral550 in roman numerals4w solutionsx 2-1 factored5.9 as a decimaleasy maths solutionstanxdxequation solver stepshighest common factor formulasolve x 3y 610000000 dollars39.99 usd in gbpy 2sin2xx 2 7x 6 factorx 2y 6 graph2x 4y 16500-1643x2 8x 51.125 as a fraction300-224r sin 2thetaprime factorisation of 1820000 naira to poundsgcf of 654x graphsolving quadratic calculator1.2m in inchesderivative of tan xy500-173simplify square root of 128xe 3x3.75 fraction15andlcm calulatorcosx cosx 1 0what is 10 percent of 2000.00cos4x cos2x 0what is the prime factorization of 1202pirroman numerals for 19683x-5y 13 x-2y 5sin 5xdifferentiate cos2xax b 0 solve for xsimplify sqrt 2030 000 pounds in dollarswhat is the gcf ofderivative of ln cosxprime factorization of 76sec2x-1whats the prime factorization of 1444fggcf of 121factorise a 2 b 23x 4y 24largest common denominator calculatorroman numerals 84what is the prime factorization of 289what is 449 dollars in poundscsc2x-1