A new oil filter costs 180 and oil costs 134 per liter . Write equation for the C of an oil changes as a function of the number of liters of oil used (u): If Mr.Aquino's car requires 3.4 liters of oil , how much would change oil cost Mr. Aquino?
so we are going to have to pay 180 no matter what. then we have to pay for each liter knowing the form will be like this f(x) = mx+b what do you think m is and what do you think b is?
m is 134 and b is 3.4 ?
then the answer would be 455.6 ? am i correct?
we are going to pay 180 no matter what f(x) = 180 then we are going to pay for each liter at 134 so f(x) = 180 + 134x where x is the amount of liters.
now we have the equation, now we plug in 3.4 for x to find f(3.4)
if you dont understand, please ask a question.
f(3.4)=180+134x
put a 3.4 where you have an x
f(3.4)=180+134(3.4)
\(f(x) = 180+134x\) so what ever we plug in for \(x\) we plug in for \(x\) everywhere. \(f(2) = 180+134*2\\f(34343.43)=180+134*34343.43\\f(\checkmark)=180+134*\checkmark\\f(3.4) = 180+134*3.4\)
I don't get it . I'm not good in math.
@Sakura22 This is just like the previous question, C=180+134u. Where, C is the total cost and u is the number of liters of oil used. So, it is given Mr.Aquino's car consumes 3.4 liters of oil, Here, 3.4 is u and you have to find C. So, C=180+(134*3.4) C= 180+455.6= 635.6 Understood?
yeah. thank you again . :)
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