Question

Change the following mixed expression to a fraction.

Answer 1

which mixed expression

Answer 2

\[2-\left(\begin{matrix}x ^{2}+10xy+7y ^{2} \\ x ^{2}+4xy+4y ^{2}\end{matrix}\right)\]

Answer 3

Here are the instructions. First multiply the 2 by the given denominator. This will put that product and the original numerator as your new numerator. Then you can simplify by subtracting/combining like terms. After you simplify that will be your final answer for the numerator. The denominator will not change.

Answer 4

i can do it myself no need for instructions

Answer 5

and if you knw how to solve it then why ask a question????

Answer 6

i dont know how to solve it, they just gave me the instructions

Answer 7

http://www.twiddla.com/583177

Answer 8

imagine you are doing this with a simple fraction instead of the expression:
so 2 - 6/7 say
one approach is to say that is the same as
\[2*7/7-6/7\]
this allows you to have common denominator in this case '7'
so its (2*7 - 6)/7
this can then be simplified more easily
that is basically the approach to take
Can you do it from there?

Answer 9

so i should try to find a common denominator?

Answer 10

it is a very easy question

Answer 11

??

Answer 12

i dont understand it

Answer 13

can you please help me?

Answer 14

come to twiddla
http://www.twiddla.com/583211

Answer 15

I would do just what you were instructed to do.
2 times the given denominator would be: 2x^2 +8xy+8y^2
combine that with the numerator 2x^2+x^2+8xy+10xy+4y^2+7y^2
combining:
3x^2+18xy+11y^2 all over the common denominator of
-----------------
x^2+4xy+4y^2

continue on.....