Help will medal!!!! Kevin plans to put concrete on a rectangular portion of his driveway. The portion is 10 feet long and three inches high. The price of concrete is $98 per cubic yard. The total cost of the concrete Kevin needs is $72.59. Which of the following is closest to the width of the portion of the driveway on which Kevin plans to put concrete? [1 foot = 12 inches; 1 yard = 3 feet] 3 feet 6 feet 8 feet 10 feet
@texaschic101
@karategirl2002
here
@SolomonZelman
Thanks
@phi
@hoblos
How about figuring out how many cubic yards of concrete you can buy? can you do that ?
dang it i was going to say that lololololol
@NooriK.
I have no clue what a cubic yard is. @phi
look it up
be right back (BRB)
I did but im still confused on how many feet a cubic yard is
two things: 1) to find out how much you can buy, you don't need to know what it is. 2) it is a cube with sides all equal to 1 yard (3 ft x 3 ft x 3 ft )
So it would be B 6 feet
I don't know off hand. You "have to work the numbers"
how many cubic yards of concrete you can buy?
I cant buy a whole cubic yard because a full one is 98 dollars and I only spent 72.59
yes, so you get a fraction of a whole cubic yard. what do you get ?
@NooriK. So if I do 72.59/98 I will get the volume he needs?
sorry the equation i wrote was wrong the right equation is 72.59/98= v/1 cubic yard and yes you will get the volume
I did it and I got 0.7407
yes that's the volume in cubic yards do you know the law of volume?
Yes V=LxWxH
next, I would change to feet (because the answer choices are in feet) multiply your fraction of a cubic yard by 27 (3*3*3 feet is 27cu ft)
ok now you have to transform the other dimension into yards L = 10 feet = ? yards H = 3 inchs = ? feet = ? yards get it?
The length would be 3.5 and 3 inches is the height
3.5 yards
So would it be A?
ok, and the height is =0.085 yards
.765
then you substitute in the main law V = L * W *H
you got the volume and the height and the length
yes I would multiply 3*0.085*3
no you would get 0.7407 = 3.5 * 0.085 * W you multiply 3.5 * 0.085 and then divide 0.7407/(3.5*0.085)
I got 2.48
that's the width in yards, you have to make it in feet
10 feet
no you would get 7.44, due to uncertainty in division and multiplying, we choose the closest answer which is 8 feet
Oo ok I got it thank you so much for your help and spending your time to help me!!!
u r welcome :)
working in feet: \[ \frac{ 72.59}{98}\cdot 27 = 19.999 \ cu ft \] round to 20 cu ft of concrete The volume of the walk is 10 feet long x 3 inches high. x W ft (W is the unknown width) 10 ft x 0.25 ft x W = 20 or W= 20/2.5 = 8 ft
It would be 8
ft
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