A. the population growth during the 3rd year
B. population after 18 months
C. well, ∫[0,24] r(t) dt is the population, so this is the average population during the 1st two years.
A population of rabbits starts off at time = 0 with 225 rabbits and increases at a rate of r(t) rabbits per month, where t is in months.
A. What does the expression (24 integral 36)r(t)dt represent?
B. What does the expression 225 + (0 integral 18) r(t)dt represent?
C. Suppose you're told that 1/24(0 integral 24) r(t)dt=4.25. How many rabbits are there in the population after 2 years?
Could someone explain these to me please? Thanks
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So what's the answer to C?
come on. They gave you 1/24 of the value, right? Did you even read what I wrote for C?
So I multiply 24*4.25 and add 225?
oobleck what is your problem? I've seen you on other forums here as well acting like the most pretentious snob ever, not everyone gets complex math the first time around.
1 answer