I think I see what you are saying. My thinking was that if it always costs car A 3.34 per gallon and car B 4.06 per gallon and the two cars had different millage, car A would be more efficient at short distances than car B. But if each car drove 1 mile it would still be more efficient to drive...
I'll try to explain it better.
Car A get worse gas millage than car B. Car A get 33 miles per gallon and car B gets 42 miles per gallon. Car A costs $3.43 per gallon of fuel used to operate, car B costs $4.06 per gallon used to operate. So if car A drives 33 miles it will cost the user $3.43...
How can I create two functions out of the following word problem to figure out where they intersect?
Word problem:
If car A gets 33mpg but costs $3.43 per gallon and car B gets 42mpg and costs $4.06 per gallon, at what distance is it better to drive car A than car B and at what distance is...
Hi,
I am pretty new to this so I hope that someone can help me. I am trying to power a 10' strand of rope lights (https://www.amazon.com/dp/B001G6MNF2/?tag=pfamazon01-20) for 3.5 to 4 hours. The lights are mounted on a box that is not near an electrical outlet. Is it possible to do without...