Question

405u^10x^6/75u^3x^4
Simplify by removing factors of 1

Answer 1

\[\frac{405u^{10}x^6}{75u^3x^4}\] subtract the exponents

Answer 2

if anyone can help I would appreciate it. I am soooo confused. IF I could be walked through it I would appreciate it too.

Answer 3

get
\[\frac{405}{75}6^{10-3}x^{6-4}\]
\[5.4u^7x^2\]

Answer 4

i made a typo there hold on

Answer 5

first of all just divide
\[\frac{405}{75}=\frac{27}{5}=5.4\]

Answer 6

then subtract the exponents. you have
\[\frac{u^{10}}{u^3}=u^{10-3}=u^7\]

Answer 7

and also
\[\frac{x^6}{x^4}=x^{6-4}=x^2\]

Answer 8

so answer is
\[\frac{27}{5}u^7x^2\]

Answer 9

all those parenthesis confuse me. lol give me a second to look that over please.

Answer 10

take your time. but idea is to subtract the exponents of the like terms

Answer 11

can you write that answer not from the editor? I would like to see how it is supposed to be written and all the \ \ confuse me. It does make sense to me when answers look like this : 27(5)u^7x^2 is that how it is supposed to look?

Answer 12

if you are not seeing the text properly, refresh your browser. i bet it will work

Answer 13

you should see just the nice expressions, not the editor. try it and let me know

Answer 14

you should not see any \\ or ] or }

Answer 15

i see a whole lot of those. just refreshed. the same. hold on let me get out of explorer.

Answer 16

there we go.

Answer 17

thank you... I think I may have it but if I get a similar one I may post that as well just to walk through it again.