2. Mr. Cooper���������������������������s company rents storage containers to customers. The customers can choose which size fits their needs and Cooper Storage delivers the containers. After the customers fill the containers, the company transports them to a warehouse to be stored until the customer needs the contents. (a) The volume for one size of the storage containers is 574 ft3. The container has a length of 10 ft and a width of 7 ft. How tall would a stack of 6 containers be if they were stacked one on top of another? (b) There are two other different sizes of containers.
(b) There are two other different sizes of containers. The price for renting a container per month for a residence within 30 miles is: 7’ container: 7 ft by 7 ft by 8 ft $99.00 12’ container: 12 ft by 8 ft by 8 ft $199.00 What is the price per cubic foot for each container? Round prices to the nearest cent.
is this multiple choice?
no, it is a "fill in the blank" with no choises
and no blank
i just have to answer it, no choises to choose from
for b) 7 x 7 x 8 = 392 392 / 99 = $3.96 can you figure out the 12' container?
um....no
do the same thing I did for the 7' container
ok
12 * 12 * 12 = 1728
opps wrong thing
12 * 8 * 8 = 768
yup, then divide it by 199
768 / 199 = 3.85929648241206
yes, or 3.86
if you round it
ok
for a) did you mean 10 1/4 feet?
yes
k 574 = 10.25 * 7 *h solve for h
um.......392
no first multiply 10.25 * 7 = 71.75 now divide both sides by 71.75 h = 574/71.75 = ???
0.125
no 574/71.75 = 8
each container is 8 feet and you stack 6 of them so 8 * 6 = ???
opps....i did it backward
48
good
thank you now i have to open up a new question....unless youll let me ask one here
you can ask it here
ok
Riley finds out that Cooper’s Storage and Shipping Company is working with a local business to package some office supplies. Some of the supplies are packed inside a cube-shaped box with side lengths of 4 in. These boxes are then packed into a shipping box with dimensions of 18 in. × 9 in. × 4 in. How many boxes of office supplies can be packed into the larger box for shipping? Show your work.
18 x 9 x 4 = ???
hello?
soory
648
still there?
yes
ok so
the small cube is 4 * 4 * 4 = 64
so what's 648 / 64
10.125
are you sure you wrote down the numbers correctly?
yes
did you mean the side lengths are 4 1/2 inches?
i think so...but thats not what i got....even using the calculator to check myself....
well if the question is asking 4 1/2 inches then 4.5 * 4.5 * 4.5 = 91.125 18 * 9 * 4.5 = 729 729 / 91.125 = 8
ok i have that and is that all if it is then im copy-pasting the next question
that's all the question seems to be asking, so yes
3. One of the offices at the company was being repainted. Riley’s father challenged him to figure out how many quarts of paint would be needed. The dimensions of the office are 16 ft by 12 ft by 10 ft. The office floor, ceiling, and door would not be painted and there are no windows in this office. The door opening measures 3 ft by 8 ft. One quart of paint covers 100 ft2. How many quarts of paint would be needed to paint the room, if only full quarts can be purchased? Show your work.
door area = 8 * 3 = 24 wall area = 16 * 12 * 10 = ???
1920
wait I did that wrong, one sec
Im not sure how many walls there are in the office...
4 im guessing
so, if there's 4 walls then you need to solve ok so you have 4 walls so you need to solve 2*(12*10) + 2*(16*10)
120........160......both go to....240........320
forgot to add....
560
very good. now subtract the door area because it isn't going to be painted
536...right?
yup, now each paint can gives you 100 ft^2 so divide 536/100
5.36
yes, but you can only buy full cans, so you would need 6 cans total to paint the walls
are you in an honors class or something? cause these questions are hard lol
ok let me put the answers in the doccument and then i am done for the day......wait, i still have a assessment
oh
they are hard cas i have a 7th grade math levl
ohhhhh, no wonder. dang you're smart
and im only in 6th grade
with a 11th grade reading levl
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