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rachelcondon8860
18.08.2019 •
Mathematics
Divide a 5-inch line into two parts so that one part (a) 2 1/4 inches shorter than the other; (b) 3 times the other.
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Ответ:
x + y = 5
x - y = 2.25
2x = 7.25
x = 3.625
y = 1.375
part b), solve this system of equations:
x + y = 5
x = 3y
y = 1.25
x = 3.75
Ответ:
We have to divide 5-inch line into two parts so that one part (a) 2 1/4 inches or 2.25 inches shorter than the other; (b) 3 times the other
We can write this statement as :
(a)![x+(x-2.25)=5](/tpl/images/0175/7884/5e5d1.png)
Solving this we get
x = 3.625 inches
And the other part will be =
inches
(b) As we have x+y=5
We have to find two parts where one is 3 times the other. This means we have to find x=3y
So, we have![3y+y=5](/tpl/images/0175/7884/2296a.png)
y = 1.25 inches
Other part x is
inches
Ответ:
Simply find the area which is 14 x 12 = 168.
You will need 168 sqaure feet of carpet.
Hope this helps, feel free to message me in the comments
if my answer is wrong ;)
- genius423