can someone explain me how to do this?? Celine has a bottle that contains 20% of milk and the rest water. The bottle has 1 liter of water. Part A: Write an equation in one variable that can be used to find the total number of liters of milk and water in the bottle. Define the variable used in the equation. (5 points) Part B: How many liters of milk are present in the bottle? Show your work. (5 points)
@SolomonZelman ?
@Koikkara @KlOwNlOvE @hba @ObeySoph▲
well what do you know about how many liters of milk is in it
20%
alright so we are going to set up proportions do you know about those?
isn't it like this/this=this/this??? just a rough example im not so sure
sorry internet is cutting in and out but yes
so percentage/liter is how we will set up
\[\frac{ 20 }{ 1 } \frac{ 80 }{ x }\]
but it says equation and not proportion
do you understand where i got the 80 from?
a proportion is a way to set up equations
no I don't get where the 80 is coming from
alright in a bottle theres 100% liquid 20% is milk so 80% is water
oh yeah that makes sense
ok can you cross multiply that?
80*1= 20*x=
4
yes x=4
and that would be a proportion equation
but that doesn't really make sense to what I have read about this specific question. hold up ill send you the link of how others explained it. I don't get how they explain it though
oh yes theyre explaining the amount of milk in the liter i gave percentage for water
im not sure then not understanding how they explained
oh ok but thank you for trying
do you know someone who could help me??
if you ask ganeshi they might help im not seeing them online tho
oh ok ill just tag them and hope they'll reply
@ganeshi
@jim_thompson5910
?????
@Whitemonsterbunny17
Heelp???
@uri @Olaelyamany @LazyBoy @superhelp101
well, seems to me the amount of water in the bottle is given "The bottle has 1 liter of water."
yeah I know that the whole question though confuses me. idk why
keep in mind that Celine has a bottle, 20% of that is milk, the rest, 80%, is water the bottle has a total of 1liter of water, meaning that 80% of the bottle is 1liter because 80% of the bottle, the rest, is water
ok but idk how I would set up the equation. it is a little confusing. usually im good at that but this is just idk how to say it without being mean about it c; lol
ok... so we know that 20% is milk and that 80% is water, and that 80% is 1liter so \(\large \begin{array}{ccllll} liters&\% \\\hline\\ 1&80\\ x&20 \end{array} \bf \implies \cfrac{1}{x}=\cfrac{80}{20}\)
and if you solve for "x", that'd be how much the 20% is in liters
ok thank you so much
yw
right idea but set it up wrong sorry >.<
its alright
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