A dog kennel charges $20 per night to board your dog. You can also have a doggie treat delivered to your dog for $5. Write an equation the models the possible combinations of nights at the kennel and doggie treats that you can buy for $100.
100 = 20x + 5x 100 = 25x 4=x so if you buy a treat every night, you can buy 4 nights worth 100 = 20x Assuming you buy no treats... x= 5
ISNT IT 20X+ 5Y srry caps
that what i was thinking but i also thought of the 20x+5x. i am just not 100 percent sure on this one
I dont see why you would need two variables, since the only thing it's asking is how many nights you could do it for $100. I mean, you can right it that way if you choose, but it just makes things more complex than needed.
But what would you say when it says explain
they probably want the maximum value
I suppose 100 = 20x + 5y will let you model the combinations better. so go with that maybe? I mean the other question you asked is formed that way too. So, I assume that's what you're learning right now.
but, it does imply that at some point you could choose to purchase the treat and not have your dog there. which makes no sense... but I guess you could just call that a trivial answer.
What would the independant variable be dependant?
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