PLEASE HELP ME!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! I WILL AWARD MEDAL!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! simplify the following equation 4x^3 8x^5 ----- divided ------ 9y^4 3y^2
@Mousam @mathmate @agent0smith @uri @Mertsj
\[\frac{ 1 }{ 6x^{2}y^{2} }\]
That is wrong
???
This are the answer choices and C is wrong 6x^2y^2 6 ------ x^2y^2 6x^2y^2 x^2y^2 ------- 6
\[\frac{ 4x^{3} }{ 9y^{4}} \frac{ 3y^{2} }{ 8x^{5} }\]
\[\frac{ 12 }{ 72x^{2}y^{2} }\]
\[\frac{ 1 }{ 6x^{2}y^{2} }\]
i dunno where i've gone wrong... do you see it?
Me to I do not know
@agent0smith
can you recheck the choices please...
yes sure they are 6x^2y^2 6 ------ x^2y^2 6x^2y^2 x^2y^2 ------- 6
wow... i acutally have no idea what is wrong....
@zscdragon
Is the first not 1/6x^2y^2? @Mousam appears correct.
@Mertsj @zepdrix @Luigi0210
???
yea.. because the first and third choices are the same....
Sorry is is 6x^2y^2 6 ------ x^2y^2 1 ------- 6x^2y^2 x^2y^2 ------- 6
haha... it is the third choice
i was worried for a moment...
No but the third one is wrong because I enter that as my choice and I got it wrong
@agent0smith
???
I do not know
@JA1
@AccessDenied
@kropot72 @robtobey @terenzreignz @radar @timo86m @zscdragon
The third one is correct. Tagging more people isn't going to make it any more correct.
Yes but the teacher marked it worong like 5 times and told me it is wrong
Then your teacher is wrong or the problem is wrong 4x^3 8x^5 ----- divided ------ 9y^4 3y^2\[\Large \frac{ 4x^3* 3y^2 }{ 9y^4 *8x^5 } = \]\[\Large \frac{ 12 x^3 y^2 }{ 72 x^5 y^4 } = \frac{ 1 }{6x^2 y^2 }\]
you should go and slap your teacher... lol
Not proof it was just marked wrong and I believe you. @Loser66
My teacher is texting me the answer please wait for verification
No let's not wait for verification, the answer has been verified by wolfram freakin alpha!
Hey NOT MY FAULT SO DO NOT BE RUDE OK
lol it was a joke...
@magbak, I think your teacher tests whether you are sure about your answer or not. Be confident, please
ok
Ok I have 3 or 2 more question please help me I am sorry. I am not being hardheaded.
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