Question

Use any method to simplify the complex fraction.

Answer 1

\[\left(\begin{matrix}9z^3x^7 \\ 25\end{matrix}\right)/\left(\begin{matrix}45x^4z^6 \\ 35\end{matrix}\right)\]

Answer 2

there are 9z2x7/25/45x4z6/35 ???
so if yes than will be 9z2x7/25 * 35/45x4z6 =7x3/25z4

Answer 3

sorry they werent supposed to be divided that was just the line between the 2 fractions.

Answer 4

\[\frac{9z^3x^7}{25} \cdot \frac{35}{45x^4z^6}=\frac{9 \cdot 35}{25 \cdot 45} \cdot \frac{z^3}{z^6} \cdot \frac{x^7}{x^4}\]

Answer 5

Yea...what myininaya said :) You can check your answer here:
http://www.wolframalpha.com/input/?i=%289z%5E3*x%5E7*25%29%2F%2845x%5E4*z%5E6*35%29

Answer 6

\[\frac{9 \cdot 5 \cdot 7}{25 \cdot 3 \cdot 5 \cdot 3} \cdot \frac{1}{z^{6-3}} \cdot x^{7-4}\]

Answer 7

\[\frac{ \not{9} \cdot \not{5} \cdot 7}{25 \cdot \not{5} \cdot \not{3} \cdot \not{3}} \cdot \frac{1}{z^3} x^3\]

Answer 8

so the answer is x^3? no wait no its not...

Answer 9

you said
\[\frac{9z^3x^7}{25} \div \frac{45x^4z^6}{35} \]

Answer 10

sorry their is no division that was supposed to be the line between the 2 different fractions.

Answer 11

the answer to the problem you stated above is
\[\frac{7x^3}{25z^3}\]

Answer 12

so you are saying
it is now
\[ \frac{9z^3x^7}{25} \times \frac{45x^4z^6}{35} \]

Answer 13

On my screen it just shows fraction one and 2 like this ill draw it.

Answer 14

so it isn't what i just typed?

Answer 15

No it shows it weird i dont know how to draw it... ill just go to another problem and how do you draw those lines between the numbers?

Answer 16

are you talking about fraction bars?

Answer 17

go to equation and type frac{something}{another something}
\[\frac{something}{ another something}\]

Answer 18

alright ill try that and show you.

Answer 19

\[\frac{9z^3x^7}{25\frac}\frac{45x^4z^6}{35}\]

Answer 20

\[\frac{\frac{9z^3x^7}{25}}{\frac{45x^4z^6}{35}}\]

Answer 21

yes it looks like that... sorry i tried typing it i must have gone wrong somewhere sorry :/

Answer 22

that means the samething as this
\[\frac{9z^3x^7}{25} \div \frac{45x^4z^6}{35} \]

Answer 23

that fraction bar in between the two fractions means
we are taking top fraction and dividing it by bottom fraction

Answer 24

Oh sorry i did not know that im terrible at math...

Answer 25

and what i did to get it to work was this:
frac{frac{9z^3x^7}{25}}{frac{45x^4z^6}{35}}
\[\frac{\frac{9z^3x^7}{25}}{\frac{45x^4z^6}{35}} \]

Answer 26

frac{topfraction}{bottomfraction}
\[\frac{topfraction}{bottomfraction} \]

Answer 27

so if we want
\[\frac{\frac{a}{b}}{\frac{c}{d}}\] we do
frac{frac{a}{b}}{frac{c}{d}}
toppart bottompart

Answer 28

ok thanks that is good to know.

Answer 29

and you also know fraction bar is division

Answer 30

the more you learn right lol

Answer 31

Yes the more i learn the better lol

Answer 32

so what would be the answer to the division of the 2 fractions?

Answer 33

i did that above

Answer 34

thats what i thought the problem was at the beginning

Answer 35

oh lol thanks let me go back...