Covert 1.53×103 kg/ML to Mg/cL

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Covert 1.53×103 kg/ML to Mg/cL

Mathematics
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Oooh conversions! :o Is 103 actually 10^3?
yes oops
Okay. I can't do the work for you because then you wouldn't learn, but here is an acronym for you to help remember unit conversions: \[\text{Great Mighty king henry Died __ drinking chocolate milk monday night}\]\[\text{Giga Mega kilo hecto Deca (base unit) deci centi milli micro nano}\]\[G-M-k-h-D-\text{base unit}-d-c-m-\mu-n\]

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https://www.mnemonic-device.com/physics/metric/prefixes-of-the-metric-system/ This link can help you.
Conversion formula (input values based on the link/template I gave you before)\[\frac{1.53\times10^{3}kg}{ML}=\frac{?g}{1kg}=\frac{1Mg}{?g}=\frac{?L}{1ML}=\frac{?cL}{1L}\]
thank you! i will try to do it now
Alright then :] You're welcome ^^ feel free to come back here if you run into any trouble doing it, I'll be here :p
i got .0000153 but its not right
Did you put it in scientific notation?
still not right :/
is that even the right answer?
Hmm. Let me try.
You're not on a time limit are you? I need awhile to work this out lol
nope!
Alright good. Brb then xD
._. Oh heck... I messed up the formula. That's probably why you got it wrong lol
\[\frac{1.53\times10^{3}kg}{1ML}=\frac{?g}{1kg}=\frac{1Mg}{?g}=\frac{1ML}{?L}=\frac{?cL}{1L}\]Can you do it now?
hmmm still wrong
What answer did you get?
15.3
Did your equation look like this?\[\frac{1.53\times10^{3}kg}{1ML}=\frac{10^{3}g}{1kg}=\frac{1ML}{10^{6}L}=\frac{10^{2}cL}{1L}\]
nope. you forgot 1Mg/g
i only have one more try lol :')
Oh right sorry! \[=\frac{1Mg}{10^{6}g}\]What about now?
Don't try again, do it on paper >_>
OH WOW I did the formula wrong again =_= flip the last fraction in this http://prntscr.com/8kv07d
got .00153
Okay so you get \[\frac{1.53\times10^{3}}{1ML}=\frac{10^{3}g}{1kg}=\frac{1Mg}{10^{6}}=\frac{1ML}{10^{6}L}=\frac{1L}{10^{2}cL}\]
cross out like units then simplify:\[\frac{1.53\times10^{3}\times10^{3}Mg}{10^{6}\times10^{6}\times10^{2}cL}\]what did you get?
.0000000153
it's 10^3 on top and 10^6, 10^6, 10^2 on bottom btw.\[\frac{1.53\times10^{6}}{10^{14}}\]
\[1.53\times10^{-8}\]Did you get this?
yep same thing!
Alright then I think that's the right answer. You still have one attempt left right?
yay its right! haha thank you. conversions suck
Lol, honestly it would've been easier if I'd written it out from the start xD I messed up the calculations in my head e_e

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