The humpback whales traveled 2240 miles in 28 days the gray whales traveled 2368 miles in 32 days if the hump back whales had traveled at the same rate for 32 days how many more miles would they have traveled then the gray whales

192 miles

Step-by-step explanation:

If you're wanting to find out how many miles for the 32 for both gray and humpback, then you need to divide the amount of miles by the amount of days.

Ithe verbal model describing the above situation will be: a rental company that offers two rental plans, plan a and plan b, for the same economy size car. for both pans the total cost is given by, f(m) which is a function of the number of miles,m, that the car has been driven. plan a charges flat fee of $75  and an additional rate for an unlimited number of miles of 0.12 per mile. plan b has an offer of $ 0.35 per mile but with no flat fee charges for rental.ii. the rate of change for plan a will increase the the cost per mile by a factor of $0.12 while in plan b the rate of change will increase the cost per mile by a factor of $3.5.iii] if m=250 miles: the cost of plan a will be: f(250)=0.12×250+75=$105the cost of plan b will be: f(250)=0.35×250=$87.5comparing the cost of both plans, plan b is the most cost effective.