Conversion Question? I have .00199888g/L and I'm supposed to convert to L/kg The TA gave us this to follow: g/kg x L/g = L/kg Can someone do it for me to see if it checks out with mine? I suck at simple conversions
that just means grams per liter let me give you the first step: 0.00199888 g/L x (1kg/1000g)
your g cancels out and you are left with Kg, now just do the arithmetic
you have to do the math... I am merely guiding you
\(0.00199888 \cancel{g} / L \times \cfrac{1 \space kg}{1000 \cancel{g}}\) ^ Just texed.. @nincompoop 's work.
yo how do you do that cancel thing? it looks awesome LOL
it does.... lol and so I end up with kg/L right? Well with the numbers in front of it
so what do you have?
\cancel
metric system was invented for a reason... that is to make conversions easier
1.999x10^-6kg/L
\cancel{_} `\[\cancel{g} \times \cfrac{kg}{\cancel{g}}\] `
you're dividing by 1000 that means your decimal place moves 3 steps to the left and don't leave out the rest of the remaining digits
so what do you think is next based on what your TA gave you?
yeah that's why I multiplied it by 10 to the negative 6 power and I think he may have meant kg/L because next I have to multiply it by my weight in kilograms to find out how many Liters of this substance it would take to kill me... haha I know it sounds wierd
does this look right? 1.999x10^-6kg/L x 106lbs/48.08kg x 1lb
Ok thanks didn't know that...
using the formula: Density = mass/volume your format is going to be Kg/L 1.999888 x 10^-6 Kg/L
to pounds? I didn't see that in the original problem ...
Well I know my weight in pounds so I converted it to kg
106 x .453592 = 48.080752
lmao! you are right, but you can leave out x lb.
yeah since it's 1 haha
no, because it's like this \[Rabbit \times \frac{ Frog }{ Rabbit }=Frog\]
well I knew what I meant... haha
thanks for helping me out it's for my lab report :)
LOL:)
my baaad haha and sure
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