Mathematics
10 Online
Rylee88:
Simplify this:
(10*3)^19
I don't understand π
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Rylee88:
*^19 is an exponent*
spicycautionramen:
well when they say simplyfy we have to get ride of the exponet right? or no
Rylee88:
Yes, but how so?
spicycautionramen:
so we use pemdas?
Rylee88:
OH, yes!
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Rylee88:
So 10*3 right? which would be 30^19
spicycautionramen:
yes
Rylee88:
Then 30, 19 TIMES??
spicycautionramen:
yeah which will give you...?
Rylee88:
Sorry lol I had to switch my class, I have to do this? (30*30*30*30*30*30*30*30*30*30*30*30*30*30*30*30*30*30*30)
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spicycautionramen:
uh this is what i got when i did it does it look about right?
Rylee88:
Yeah, that's what I got too.
Rylee88:
But that's definitely wrong for this question.
UhhhKhakis:
Is there a difference between * and ^?
spicycautionramen:
@uhhhkhakis wrote:
Is there a difference between * and ^?
^ is for an exponet and *is multiply
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spicycautionramen:
and is it suposed to be * and not /?
UhhhKhakis:
@spicycautionramen wrote:
@uhhhkhakis wrote:
Is there a difference between * and ^?
^ is for an exponet and *is multiply
So why would 30 to the power of 19 be an answer with numbers, symbols and letters.
UhhhKhakis:
Awfully weird.
Rylee88:
spicycautionramen:
@uhhhkhakis wrote:
@spicycautionramen wrote:
@uhhhkhakis wrote:
Is there a difference between * and ^?
^ is for an exponet and *is multiply
So why would 30 to the power of 19 be an answer with numbers, symbols and letters.
well if i rembe right when its to the power of something you have to do 30*19 30*19 until theres 19 of 30*19s
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Rylee88:
Yes you're correct, but that can't be the answer.
UhhhKhakis:
So basically you have to find (or remember) a law of exponents to simplify the expression. Remember any? (and stop with the names)
Rylee88:
It literally says it on the ss, read.
Rylee88:
Power of Products
UhhhKhakis:
Oh okay then.
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UhhhKhakis:
Rylee88:
I know, I'm the one who put Power of Products
Rylee88:
I have to SIMPLIFY (10*3)^19
Rylee88:
@spicycautionramen do you know how to do it? π€
spicycautionramen:
@rylee88 wrote:
@spicycautionramen do you know how to do it? π€
im thinking ot doing it the oposit way or backwards to see if i can get the same thing
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Rylee88:
Hm, so how would be do that?
UhhhKhakis:
You have to follow the Order of Operations tho
spicycautionramen:
oposite would be sum like 10/3*19/1
those are fractions being multiplyed
Rylee88:
But that's not the question.
spicycautionramen:
i know hut im looking for other ways to do it cuz idk i walked in late on these notes
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Rylee88:
Ahh.
Rylee88:
How would you even get that? Also don't give out direct answers.
spicycautionramen:
does 63 1/3 seem more reaasonable?
Rylee88:
No one knows?
Extrinix:
Using the power of products would make it something like this:
\(\sf{10^{19}\times 3^{19}}\)
Given that \(\sf{(ab)^{x}=a^x b^x}\)
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Extrinix:
As for simplifying it more than that, if youβre also using exponent rules, the equation would be something like (\(\sf{(10 \times 3) ^{19+19}}\)
Rylee88:
I'll be right back ( I have to change classes)
Extrinix:
π
Rylee88:
I'm back c:
Extrinix:
Welcome back
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Rylee88:
Thank you.
Rylee88:
@extrinix wrote:
As for simplifying it more than that, if youβre also using exponent rules, the equation would be something like (\(\sf{(10 \times 3) ^{19+19}}\)
Rylee88:
19+19=38
Rylee88:
10*3=30
Rylee88:
THE ANSWER: 10^19 * 3^19
BRUH
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Ferrari:
I love meth
Ferrari:
I mean math i said math math