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skyler1muir
31.01.2020 •
Mathematics
Alex has 520 yards of fencing to enclose a rectangular area.
a retangle that maximises the enclosed area has a length of _ yards and a width of _ yards.
the maxium area is yards
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Ответ:
The first thing we are going to do for this case is define variables.
We have then:
w: width
l: length
The perimeter is given by:
The area is given by:
The area as a function of a variable is:
Rewriting we have:
To obtain the maximum area, we derive:
We equal zero and clear the value of w:
Then, the length is given by:
Finally, the maximum area obtained is:
A retangle that maximizes the enclosed area has a length of 130 yards and a width of 130 yards.
The maxium area is 16900 square yards
Ответ:
There is a 10 cent difference in the cost per minute, which is where the -.10x comes from. There is also a 10 dollar difference in the start up fees, which gives you the +10.
So, if you were to choose Cell phone company Z, you would lose 10 cents per minute, but save gain 10 dollars at the beginning. -10x+10