Addison earns a fixed hourly rate working as a sales clerk. If she works on a holiday, she earns a different hourly rate than she earns on a regular day. In one week, she earns $188.50 by working 5 hours on a holiday and 16 hours during regular days. A different week, she earns $254.00 by working 8 hours on a holiday and 20 hours during regular days. How much more is Addison’s holiday hourly rate than her regular hourly rate?
whats the important information
i dont know its for math and i just needed help lol
ok so if she earns $188.50
and works 5 hours a day we should multiply the 16 hours by the 5 hours to get what?
lemme see...80 :)
good
but then...
theirs 20 hours right
thats not an answer choice so...we need to do something else, right?
yea
were not done
so if theirs $188.50 and $254.00 add those together
ok hold up
ok...
do you know ratios
i do but i don't remeber lmao
ok so if this was a ratio it would be money and hours
yeah :)
but then im still not sure
look at it this way im going to draw it out
ok
|dw:1607003216076:dw|
so whats the next step?
yk what
we shoulda divided and then subtracted yk
But thank you!
welcome theirs this person named jjthompson he can help ha will be right here
are you an adult?
no i was just trying to help
im not, i was just wondering cause your smart!
thank you im only in 6th grade
lol
bruh
im just bad at math ig
im a freshmen smh🤣
wowo
wow
i think jthompson is here
hes gonna help you and me
bett
are you a boy cause most boys say bett
smh
no lmao
im a girl
wow same
i say bett cause alot of my friends say it lol
Let x = holiday hourly rate (dollars per hour) y = regular hourly rate (dollars per hour) She earns $188.50 by working 5 hours on a holiday and 16 hours during regular days. This means we can set up the equation 5x + 16y = 188.50 Do you agree so far?
their jjthompson goes hes real good with math
btw that question is for you
oh yeeeeah mb lol
its ok
i love the name in that question
A different week, she earns $254.00 by working 8 hours on a holiday and 20 hours during regular days. So we can also form the equation 8x + 20y = 254 Agreed?
ohh my gahh
yeeeeeh
Addison is my name lol
beautiful my gal i love it
aww thank u thats sweet
kiles you got to be serious
my name is kileyyyy
i know but you got to be serious
lol its all good thoo
i mean idk you name but seriousness
i answered the question already...it was wrong we dont speak on that
So we have this system of equations \(\large \begin{cases}5x + 16y = 188.50\\8x + 20y = 254\end{cases}\) What we can do is multiply both sides of the first equation by 8 to get 8*(5x+16y) = 8*188.50 40x + 128y = 1508 which will update the first equation As for the second equation, we can multiply both sides by -5 to get 8x + 20y = 254 -5*(8x + 20y) = -5*(254) -40x - 100y = -1270 We have this new system of equations \(\large \begin{cases}40x + 128y = 1508\\-40x - 100y = -1270\end{cases}\) What's the next step from here? Hint: look at how the 40x and -40x combine to 0x or just 0
wow now thats being a smartie
kiley what are you talking about
okay he is like really smart but kinda too smart for me, i answered the question but...i got it wrong and um...i do apprecite him alot yk...but im kinda stupid being 14 nd allat but idk my math very well theres somet hings i CAN do but mostly i CANT yk
no what jjthompson can you help me instead
I didn't know he was gonna come until after i answered im sorry
As a quick alternative, you can graph each equation and see where they intersect. Desmos has the feature to be able to click on the intersection points and have the coordinates pop up.
It's ok Kiles14
you can call me kiley, but i am very sorry :(
no worries kiley
its fine im in 6th grade i make mistakes to i hate math and report cards comiing up this fridsay
what was your question @shinedivneonebytime
Janelle’s family went grocery shopping and bought 80 eggs. Janelle bought 20 eggs. What percentage of the total number of eggs did Janelle buy?
okay lmao i be passing with C's nd B's sometimes A's but i try :)
You already asked that one
you two work it out
ik but you didnthelp
You found earlier that 20/80 = 0.25 which converts to 25% You effectively already got the answer
Mr. Teague bought cards to celebrate the holidays. He sends 40% of the cards to his friends. He sent 56 cards. How many cards did he buy altogether?
x = number of cards sent total 40% of x = 56 0.40x = 56 Solve for x. You'll need to divide both sides by 0.40
so 40 divided by 0.40
56 divided by 0.40
or 56 divided o.40 equals 140
yes, so 140 is the answer
: Residents of a small city voted on whether to allow a developer to build a shopping center. The number of votes in favor of the shopping center was 4,400. The number of votes against the shopping center was 17,600. What percent of the total votes were in favor of building the shopping center?
4400 voted in favor 17600 voted against how many total voted?
it has answer chices
A) 20 % B) 25 % C) 40 % D) 44 %
add 4400 to 17600 to get what result?
22000
yes, now divide the number in favor (4400) over this total (22000)
4400/22000 = ??
0.2
yep and then we move the decimal point to the right 2 spaces to get 20%
Arianna made 80% of the cupcakes for a bake sale. She made 240 cupcakes. How many cupcakes were made altogether?
thank you so much
x = total number of cupcakes 80% of total = amount made for the bake sale 80% of x = 240 0.80*x = 240 To solve for x, divide both sides by 0.80 So you'll need to use your calculator to determine what 240/0.80 is equal to the / means division
Join our real-time social learning platform and learn together with your friends!