How many substance will be present after four hours
The substance grows exponentially according to function n(t)=n(e^m), where n(t) is quantity after t hours and n is original quantity. If substance grows from 400 grams to 600 grams in 2 hours, how many will be present after four hours?
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Planet's distance from sun is 55,000,000 km at perihelion and 61,000,000 km at aphelion. Determine the equation for planet's orbit. Place origin at the center of orbit with sun on x-axis.
Employ the given confidence level and sample data to find out a confidence interval for population standard deviation sigma. Suppose that a simple random sample has been chosen from population that has normal distribution.
A simple random sample from population with normal distribution of 107 body temperatures has x(bar)= 99.10F and s=0.62F.
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The airplane flying at the altitude of 30,000 feet passes directly over the fixed object on ground. One minute later, angle of depression of object is 42°. Determine speed of airplane to nearest mile per hour.
Difference in their speeds is the prime number of miles per hour, and after driving for two hours, distance of slower car from Danbury is five times that of faster car from Norwich. Determine the fastest car speed?
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