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Two populations of bacteria are growing exponentially in separate petri dishes. The population in the first dish has growth constant 0.14 and initial population 1000. The population in the second dish has growth constant 0.08 and initial population 5000.
Part 1. Find the time at which the two populations have equal size. Your answer must be EXACT--decimal points ANYWHERE will be marked incorrect (so you must convert those growth constants).
Time at which the populations are equal=
Part 2. What is the common value of the two populations at that time? Either enter an exact expression or round to the nearest whole number.
Population=
Coal company's condition, Norfolk, Virginia, a major seaport on the East Coast, has a ship coal loading facility. Coal trucks filled with coal presently arrive at the port facility at mean rate of 149 per day (Poisson distributed).
ased upon statistical studies it has been found that 3.32% of all births in the United States will result in twins being born. If 17,300 births are selected at random what is the probability that: Find the Probability of Twin Births
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Find the year when the record will be 44.62 sec.
For the squeeze theorem to be applicable in this case, the constant A must be equal to a specific number. Find this number and assuming that A is that number for which the squeeze theorem is applicable, find lim x->48 f(x)
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identification ofnbsp the slope y-intercept and x-intercept of the given equation.identify the slope y-intercept and
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