Harry has a jar that contains 75% of apple juice 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 apple juice and water in the jar. Define the variable used in the equation. (5 points)
Part B: How many liters of apple juice are present in the jar? Show your work. (5 points)
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OpenStudy (risingtotop):
@3mar
OpenStudy (3mar):
Well, I am here.
OpenStudy (risingtotop):
Hello
OpenStudy (3mar):
Hello!
OpenStudy (3mar):
3 minutes please
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OpenStudy (risingtotop):
alright
OpenStudy (3mar):
thanks
OpenStudy (3mar):
Well, I am here.
OpenStudy (3mar):
Medal before we begin!!
Nice stimulation!
OpenStudy (risingtotop):
i think part A equation is 0.75/1=x
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OpenStudy (3mar):
What if I think other than this? ;)
hahah
OpenStudy (risingtotop):
is my equation right?
OpenStudy (3mar):
Unfortunately, no
Write an equation in one variable
that can be used to find """"the total number of liters""">>1 lit
of
apple juice and water in the jar>>>>>0.75+0.25
how did you define the variable???
OpenStudy (3mar):
what is the definition of X???
OpenStudy (3mar):
@RisingToTop
Do you follow?
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OpenStudy (risingtotop):
@3mar
OpenStudy (3mar):
Where are you?
OpenStudy (risingtotop):
Here I was doing something
OpenStudy (risingtotop):
sorry
OpenStudy (risingtotop):
and yes i follow
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OpenStudy (risingtotop):
0.75+0.25x
OpenStudy (3mar):
what is the definition of X???
can you define x for me, then type in your equation?
OpenStudy (risingtotop):
x is "rest of water"
OpenStudy (3mar):
either you write x, or write 0.25lit, because they are the same.
OpenStudy (risingtotop):
0.25
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OpenStudy (3mar):
so where would you type x?
OpenStudy (risingtotop):
0.25x
OpenStudy (3mar):
what I mean is : when you name x is the "amount of rest of water" so the equation would be:
0.75+x=1
OpenStudy (risingtotop):
ooooo
OpenStudy (3mar):
Did you get it?
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OpenStudy (risingtotop):
yes i did now
OpenStudy (risingtotop):
Actually i understand perfectly
OpenStudy (3mar):
if the contrast: x represents the amount of apple juice, it will be
x+0.25=1
while in both cases the right side represents the total amount of the juice in the jar
OpenStudy (3mar):
Praise for Allah.
I am so happy for hearing that!
OpenStudy (risingtotop):
Part A: o.75+x=1
Part B: 0.25+5=1
@3mar
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OpenStudy (3mar):
Is that logic? part B?
is 5.25=1 ???!
OpenStudy (risingtotop):
o.25+x
OpenStudy (3mar):
He wants what?
""How many liters of apple juice are present in the jar?""
i.e separate the ""apple juice" amount in one side........toooooo easyyyyy!
OpenStudy (risingtotop):
1.75
OpenStudy (3mar):
This is Part A: o.75+x=1
isolate x.
Done!
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OpenStudy (3mar):
Bring x in one side alone and the other terms in the other side!
OpenStudy (risingtotop):
.75 sorry!
OpenStudy (3mar):
He wants the form:
\[0.75=1-x\]
OpenStudy (risingtotop):
i dont get it
OpenStudy (risingtotop):
so whats part a and part B??
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OpenStudy (3mar):
part a is such as you got...correct " find the total number of liters of apple juice and water"
part b is "How many liters of apple juice": which is 0.75=total amount-water contert
0.75=1-x
Is not it?
OpenStudy (risingtotop):
1.75 L of apple juice are present??!!
OpenStudy (3mar):
yes
OpenStudy (3mar):
but you should show x in the equation
OpenStudy (risingtotop):
We are done with this problem yes?
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OpenStudy (3mar):
YYYYYYYYYYEEEEEEEEEEEEESSSSSSSSSSSSSS!
OpenStudy (3mar):
Congratulations!
OpenStudy (3mar):
Thank you for learning!!
Thanks for your patience!
OpenStudy (3mar):
The most important thing is : did you got what you are looking for?
OpenStudy (risingtotop):
yes
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