Asked by Ciara
A gas company has the following rate schedule for natural gas usage in single-family residences:
Monthly service charge
Per therm service charge 1st 25 therms
Over 25 therms
$8.80
$0.6686/therm $0.85870/therm
What is the charge for using 25 therms in one month? Show your work. What is the charge for using 45 therms in one month? Show your work. Construct a function that gives the monthly charge C for x therms of gas.
Monthly service charge
Per therm service charge 1st 25 therms
Over 25 therms
$8.80
$0.6686/therm $0.85870/therm
What is the charge for using 25 therms in one month? Show your work. What is the charge for using 45 therms in one month? Show your work. Construct a function that gives the monthly charge C for x therms of gas.
Answers
Answered by
Jai
If you mean,
Monthly service charge: $8.80
Per therm service charge 1st 25 therms: $0.6686/therm
Over 25 therms: $0.85870/therm
therefore for the first 25 therms in a month,
8.80 + 0.6686(25) = ?
and for 45 therms in a month,
8.80 + 0.6686(25) + 0.85870(45-25) = ?
For x therms in a month,
Between zero and 25:
f(x) = 8.80 + 0.6686x for 0 ≤ x ≤ 25
Greater than 25:
f(x) = 8.80 + 0.6686(25) + 0.85870(x-25) for x > 25
Just simplify this function.
hope this helps~ `u`
Monthly service charge: $8.80
Per therm service charge 1st 25 therms: $0.6686/therm
Over 25 therms: $0.85870/therm
therefore for the first 25 therms in a month,
8.80 + 0.6686(25) = ?
and for 45 therms in a month,
8.80 + 0.6686(25) + 0.85870(45-25) = ?
For x therms in a month,
Between zero and 25:
f(x) = 8.80 + 0.6686x for 0 ≤ x ≤ 25
Greater than 25:
f(x) = 8.80 + 0.6686(25) + 0.85870(x-25) for x > 25
Just simplify this function.
hope this helps~ `u`
Answered by
Ciara
Thank you !!
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