Simplify monomials...
\[4^{12}\div 4^{2}\]
\[\frac{4^{12}}{4^2}\]
yes
show work plz
Hint: \[4^{12} = 4^2 4^{10}\]
the aanswer is wat
I am going to try! do u have mmmm choices?
i say it's 1,048,576
Well these are exponents so: 4^12 = 4x4x4x4x4x4x4x4x4x4x4x4
What does that equal??
Okay, here are the steps: 1. Rewrite 4^12 using the multiplication property of exponents \[\frac{4^{12}}{4^2} = \frac{4^24^{10}}{4^2}\] 2. Cancel factors of 1: Since 4^2/4^2 = 1cancel that and you'll end up with \[4^{10}\]
Obviously when you use the multiplication property, you want to split 4^12 so that you cancel the denominator. Since 4^2 is in the denominator, rewrite 4^12 such that you have 4^2 in the numerator, then cancel out 4^2/4^2 If you can't understand that hire a personal tutor.
so the answer is wat
Oh gosh
The point is your right
atlchic, you have no clue
u have to simplify both exponents and then divide them
right Hero? i dont want to be wrong here
atlchic needs someone to hand-walk her through this. I don't have time to do it.
ill do it but mm let me inbox u the answer so that i make sure im right
k
Funny thing is, I posted the solution already
\[4^{10}= 1,048, 576\]
ohh but it says simplify. U have to leave it as an exponent??
yes im right lol
But usually it is not necessary to write it out like that. Just keep it as exponents
i got that
If the problem is given to you in exponents, you want to keep your answer in the same form.
In general, you want to put your answer in the same form as the question was given to you.
gotcha
please delete ur comment u made of me atlchic
i wi
So if you were given a fraction, your solution should also be a fraction (and not decimals) for example.
That's basically a general rule for all math
i other question
atlchic, I'm not fully convinced you understand this current question.
Did u understand atlchic??
\[p ^{7} n ^{3}/ p ^{4} n ^{2}\]
sorry i can't help u with that one :S I don't know but did u get the first question??
yes
ok then sorry i dont know the second one
hero neeed 2 cum bac here
If you want to post fractions, then in equation editor, typing frac{a}{b} will produce: \[\frac{a}{b}\]
Gabe, now I'm convinced that you used a calculator to do the first question. You don't seem to know laws of exponents.
look at my new problem
I looked at it. The same rules apply. Use laws of exponents to cancel factors of one
show me again plz
The only way it is right is when you have canceled both variables in the the denominator.
im confused again
Hero, i learned about this. It says if u don't remember the rules just simplify and i got it right so...
hero im lost
I'm sorry to hear that
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