A watering can dispenses water at a rate of 0.35 gallon per minute. The original volume of water in the can was 9 gallons. Which set of ordered pairs shows the volume of water in the can in gallons (y) as a function of time in minutes (x) from the first minute after the can starts dispensing water? {(1, 9.0), (2, 8.65), (3, 8.30)} {(9.0, 1), (8.65, 2), (8.30, 3)} {(8.65, 1), (8.30, 2), (7.95, 3)} {(1, 8.65), (2, 8.30), (3, 7.95)}
So, the x value will be time and the y value is the gallons in the can. Which of the two answers would that eliminate?
Then, remember time is the x value... Time starts at zero... at time zero how much water is in the can?
Time in the ordered pairs starts at 1 not zero. How much water is in the can at 1 minute?
well that elimintes the bottom two
and if you just put the (x,y) values in the right sides it will give you the answer
Sorry @mathsciencehistory, my first response eliminates the middle two answers. My second and third eliminate the first answer. The correct answer is the fourth.
oh lo but the bottom two dont even start at 9.0
@iGreen can you help here
Right the bottom doesn't start at nine... it starts at 1 second after the can has lost .35 gallons of water.
i just want to learn how to solve these function things
ohk so i get that now i guesss
I can see a bit conflict here and its confusing me a bit
Right, there are points missing in the data provided. What is the data point at time 0 (zero)? (0 , 9.0) (1 , 8.65) (2 , 8.30) and so on.
ok i get it now i just assumed it started with nine i forgot there would have to be a zero
Right... a bit of a trick. Good catch. Hope that helps.
@Luffingsails Thank you lol i was never good at functions though
my mind is set on just getting it done fastly
Word problems are hard. I understand. Just try to turning sentences into math statements. It gets better!
ok well if you have more emobae post em ill try an help to learn better
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