Please help will fan and medal! Audra counted change collected for a class fundraiser. Audra wrote the equation 0.10x+0.25y=5.30 to represent the situation. What did she define as the variable x? value of a dime value of a quarter number of dimes collected number of quarters collected
@RhondaSommer @xGuardians
@Anaise
@AloneS
I'm so confused
https://www.symbolab.com/solver/functions-calculator/0.10x%2B0.25y%3D5.30/?origin=button
I don't get it?
they gave you a calculator, which is useless in this equation
for real
@RhondaSommer So can you help?
It's 2:00 am I'm super sleepy but I have to finish the couple of questions that are left.
0.10x+0.25 \[quarters~are~~\frac{25}{100}=0.25\]\[dimes~are~~~~~~\frac{10} {100}=0.10\] so if x is multiplied by (0.10) what is (x) going to be?
0.10 dollar=10 cents=value of one dime so x is number of dimes.
dimes
perfect :D
Value of a dime*
One more please?
sure :D
Wait, is it number of dimes collected or value of a dime?
I think it's number of dimes collected..?
number of dimes. because it is being multiplied by the value of a dime
Ok
Carissa works as a babysitter during her summer vacation. She gets paid one rate for daytime hours and a higher rate for nighttime hours. One week, she worked 12 daytime hours and 4 nighttime hours and earned $120. The next week, she earned $60 for a total of 4 daytime hours and 3 nighttime hours. Let x represent the hourly daytime rate and y represent her hourly nighttime rate. 12x+4y=120 4x+3y=60 What is the solution to the system of equations? (3,4) (4, 12) (6, 12) (10, 30)
hey @xGuardians
Care to help?
@RhondaSommer Hello?
OH MY GOODNESS. BE FRICKIN PATIENT
IM SO SORRY!
multiply second eq. by 3 and subtract from eq 1.
ok \[No. 1~~~~12x+4y=120\]\[No. 2~~~~4x+3y=60\]\[multiply~No.2~equation~by~-3\]\[(4x+3y=60)-3\]\[wich~becomes~-12x-9y=-180\]\[combine No.1~and~modified~No.2~divide~and~both~sides~by~-5\]\[~~~12x+4y=~~~120\]\[-12x-9x=-180\]\[---------\]\[~~~~~~~~~~\frac{-5y}{-5}=~\frac{-60}{-5}\]\[~~~~~~~~~~~~~~~~~y=~~12\]\[place~12~in~for~(y)~in~the~origonal~No.2~equation\]\[4x+3(12)=60\]\[4x+36=60\]\[subtract~36~from~both~sides~and~divide~both~!sides~by~4\]\[\frac{4x}{4}~~~~~~~=\frac{24}{4}\]\[x~~~~~~~~~~~=6\]
(6,12)?
Yes!
so if \[(x,y)\]and\[x=6~y=12\]\[(6,12)\]
Thanks so much!
How can I repay you?
yeah :D sorry it took a while to write all that in. :D
I already fan and medaled anything else?
uh...that's it...maybe right a testimonial for me?
Already did I think..?
if you hover over my name you can right a testimonial for them...
I did
Let me see my grade
90% thanks so much
:D yeah no problem :D
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