One microgram is 10^6 times smaller than 1 gram. If the sugar refinery makes 1014 grams of sugar a month, what is the weight of that sugar in micrograms? 10^84 10^8 10^20 10^-8
@robtobey @TheSmartOne @iambatman @StudyGurl14 @satellite73 @Donblue22 @ganeshie8 @jigglypuff314 @KendrickLamar2014 @Nnesha
Do you mean \(10^{14}\), not 1014?
If so...then just multiply \(10^{14}\) and \(10^6\) together.
10^6 = ? @judtpleasegahd do u now what that is <-----
Rule of exponents: \(\large x^mx^n=x^{m(n)}\)
10^6 = 1000000
You don't even have to convert to standard form @KendrickLamar2014 . It's easier just to deal with the exponents.
@StudyGurl14 no how its written is how its suppose to be
So 1 Micro gram is 1,000 times smaller than 1 Gram
Um...okay....then I'm assuming they are rounded 1014 to 1000....which is written as \(10^3\) In that case, multiply \(10^3\) and \(10^6\) together.
Which is not an answer choice, so I don't think it is 1014. I think it is \(10^{14}\)
@StudyGurl14 thats not an answer choice
10^14 = 100,000,000,000,000
What's not...?
Just in case you're mistaken, I'm not saying \(10^{14}\) is the answer... @TheSmartOne can you help me here?
I'm obviously not explaining it well enough... @TheSmartOne
10^14 * 10^6 = 100,000,000,000,000,000,000
@StudyGurl14 my mistake you right it is 10^14
Okay, so... \(10^{14}\times10^6\tt = the~answer\)
A?
correct
it was C :(
but thanks
Oh, oops..sorry I meant to put \(x^mx^n=x^{m+n}\)
Sorry, I took so long, it was C, becuz 10^14 + 10^6 = 10^20
I'm so...so...SO sorry @judtpleasegahd
its ok can you help me with my other question
Sure. I promise not to mess up this time. :)
http://openstudy.com/study#/updates/546020e1e4b0c2835b864be0 lol its ok @StudyGurl14
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