Choose the correct simplification of the expression 9/h-3
It's already in simplest form.
Unless you mean: \[\frac{ 9 }{ h }-3\] in which case you would find the common denominator.
go away @abb0t you pissed me off t(-.-t)
you say choose in the question. are there choices.
yea.
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May I ask what they are?
But ur cute so i wont hate foever
h^3/9 9/h^3 9h^3 the expression is already simplified
is it h-3 or \[h ^{-3}\] in the question
the second one
then the simplification is \[9h ^{3}\]
^-^ i have like 3 more....
Make sure you use ^ in the question or else nobody knows its an exponent
Ok I'm cool with that. Go ahead
the second one \[\frac{ 8b ^{3}}{ c ^{3} }\]
the fourth one \[a ^{2}b\]
last one. kinda long
go ahead i got time I'm on here waiting for people to answer my questions lol
idk what the expanded form is did your teacher tell you how to expand forms and then simplify them?
is it something like this \[\frac{ x*x*x*x*x*x }{ x*x }\]
yea its like that
ok well i guess if you did that you would just cross out 2 from the top and two from the bottom and you'd get \[x ^{4}\] or\[x*x*x*x\] to simplify without using expanded form you would just take the exponent in the numerator and subtract the exponent in the denominator and that's how you get you're answer \[\frac{ x ^{6} }{ x ^{2}}=x ^{6-2}=x ^{4}\]
as for the second part you can create whatever problem you like and then just show its simplification for example \[\frac{ x ^{20} }{ x ^{12} }=x ^{20-12}=x ^{8}\]
okay
hopefully this is what you're looking for this question was a little more in depth but this is what i believe the question means and what the correct answer should be. Good Luck and feel free to fan if you want and ask me any more questions later.
Alright thanks! <3
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