(5(2m-7)+8m)/(5)+(17)/(2) - adding of fractions

(5(2m-7)+8m)/(5)+(17)/(2) - step by step solution for the given fractions. Adding of 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

    $ \frac{(5*(2*m-7)+8*m)}{5 }+\frac{ 17}{2 }=? $

    The common denominator of the two fractions is: 10

    $ \frac{(5*(2*m-7)+8*m)}{5 }= \frac{(2*(5*(2*m-7)+8*m))}{(2*5)} = \frac{(2*(5*(2*m-7)+8*m))}{10} $

    $ \frac{17}{2 }= \frac{(5*17)}{(2*5)} =\frac{ 85}{10} $

    Fractions adjusted to a common denominator

    $ \frac{(5*(2*m-7)+8*m)}{5 }+\frac{ 17}{2 }= \frac{(2*(5*(2*m-7)+8*m))}{10 }+\frac{ 85}{10} $

    $ \frac{(2*(5*(2*m-7)+8*m))}{10 }+\frac{ 85}{10 }= \frac{(2*(5*(2*m-7)+8*m)+85)}{10} $

    $ \frac{(2*(5*(2*m-7)+8*m)+85)}{10 }= \frac{(2*(5*(2*m-7)+8*m)+85)}{10} $

    $ $

    see mathematical notation

    You can always share this solution

    See similar equations:

    | (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 | | (11)/(12)/(11)/(4) - dividing of fractions | | (a)/(7)-(5)/(7) - subtract fractions | | (13)/(56)+(5)/(7) - adding of fractions | | (5)/(16)-(1)/(20) - subtraction of fractions | | (1)/(5)+(3)/(20) - adding of fractions | | (5-2)/(3)+(2-2)/(4) - adding of fractions | | (x-2)/(3)+(x-2)/(4) - adding of fractions | | (7)/(1/4)*(1)/(18) - multiplication of fractions | | (13)/(56)+(5)/(7) - add fractions | | (2)/(15)-(1)/(20) - subtraction of fractions | | (35)/(36)*(6)/(7) - multiplying of fractions | | (150)/(45)+(180)/(45) - adding of fractions | | (150)/(45)*(180)/(45) - multiplication of fractions | | (2)/(5)+(1)/(9) - adding of fractions | | (10)/(81)+(25)/(72) - adding of fractions | | (2a)/(15)-(1)/(3) - subtraction of fractions | | (7)/(9)-(14)/(45) - subtraction of fractions | | (12)/(15)/(6)/(5) - dividing of fractions | | (2)/(7)/(10)/(3) - dividing of fractions | | (9)/(1)*(1)/(5) - multiplying of fractions | | (12)/(7)*(9)/(8) - multiply fractions | | (1)/(4)*(2)/(1) - multiplication of fractions | | (4)/(1)*(1)/(16) - multiplication of fractions | | (1)/(16)*(1)/(16) - multiplication of fractions | | (1)/(3)+(7a)/(8) - adding of fractions | | (16)/(1)*(25)/(36) - multiplication of fractions | | (12)/(1)*(4)/(3) - multiplication of fractions | | (12)/(1)+(4)/(3) - addition of fractions | | (12)/(1)*(25)/(36) - multiplication of fractions | | (15(2-x))/(1)+(13(3-x))/(1) - adding of fractions | | (7)/(15)+(13)/(18) - add fractions | | (4)/(9)+(3)/(8) - addition of fractions | | (11)/(15)*(3)/(22) - multiplication of fractions | | (9)/(14)+(10)/(21) - adding of fractions | | (3)/(4)+(1)/(9) - adding of fractions | | (7)/(30)+(5)/(18) - add fractions | | (1)/(10)-(2)/(5) - subtract fractions | | (10)/(9)*(3)/(2) - multiplying of fractions | | (4)/(49)+(1)/(7) - adding of fractions | | (5)/(3)*(6)/(7) - multiplication of fractions | | (15)/(8)+(7)/(8) - add fractions | | (4)/(3)*(2)/(5) - multiplying of fractions | | (4)/(7)*(11)/(6) - multiplying of fractions | | (5)/(21)*(7)/(15) - multiply fractions | | (3)/(14)+(10)/(7) - adding of fractions | | (3)/(14)+(7)/(10) - add fractions | | (4)/(3)*(4)/(5) - multiply fractions | | (9)/((7)x)-(1)/(x) - subtract fractions | | (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 |


    Related pages


    prime factorization of 195multiples of 252differential calculator with stepstwo step equation calculator with fractionsarcsin 1.5derivative of xlnxhow do you graph y 3x 21620 combinesolution x100derivative of cos x 3log3 2x110-662sinx-1 0cos 2x sin x 025x133x2 2x4x 2y 6least common denominator calculator with variableshighest common denominator calculator5000 naira in poundsprime factorization of 79x2-2x-636x 2y 10350-203sqrtsolve x 2 2x17.5 as a decimalx3 y3101010 in decimalfind the gcf of 48 and 72square root of 2.56prime factors of 539170-34117-101solve 5x 25square root of 3249ln e 3x750-3112-80what is the prime factorization of 1082x squared x squaredwhat is the lcm of 152y8 gamesx 2 7x 6 factor700-270sqrt 121factor tree of 1281.66 as a fractionhow to factorise 3x 1258cm in inchcosx secxgraph of y sinx1 step equations calculatorsinx sin3x sin5x 0sin15sin sinx derivative757-5003r solutions2.6.4how to graph 2x squared2x cosx3c and 5sone step equations calculator10 000 in roman numeralsthe prime factorization of 542pixsinx cosymultiples of 3241 cos 6x50 000 pounds in dollars57-220add subtract fractions calculatorprime factorization of 192prime factorization 198x 4y graph6y 9 3 2y 3what are the prime factors of 374solve 2x-3y 12