A certain motorcycle manufacturer has been building motorcycles for 98l years. Over that period, production has increased steadily at an annual rate of 5%, so that the production rate, in motorcycles/year, after tlyears was r(t) = A· 1.05| where Alis a constant representing the initial production rate. What fraction of their total production was built during the last 13 years? Your answer should be a number between 0 and 1. Answer: 0.447

Q: n investor purchased a piece of waterfront property. Because of the development of a marina in the…

A: Solution

Q: A nest of ants has been growing exponentially in such a way that its population, P, as a function of…

A: Given that: A nest of ant is represented by the exponential growth function: P(w)=24000×1.063w Where…

Q: The size of an unborn fetus of a certain species depends on its age. Data for Head circumference (H)…

A:

Q: In 1950, the population of Mumbai, India, was about 2,901,000. By 2000, it population had grown to…

A:

Q: The population, P, of rabbits in a region is growing according to the exponential relation P =…

A: Substituting n = 0 gives current population P(0)

Q: 6. The number of motor vehicles in the world is N, in millions, can be modeled by the equationN =…

A:

Q: A baseball card sold for $300 in 1979 and was sold again in 1986 for $481. Assume that the growth in…

A: We need to find out to the exponential growth rate and the function.

Q: Order the following functions according to their growth rates, from the least to greatest.. en nlnn…

A: Advance maths

Q: Which of the following formulas are exponential?

A: Given that:To determine whether the given formulas are exponential or notConcept:The exponential…

Q: In 2000, there were about 212 million vehicles and about 281 million people in a certain country.…

A:

Q: The population of Afghanistan is growing at 2.6 % per year. a. Write a formula for the population of…

A: Given that, The population of Afghanistan is growing at 2.6% per year.

Differential Equations

Have you ever observed the movement of the satellites and rockets or how the planets go around the sun in their orbits? How will you determine their motion? Definitely they follow some scientific laws and these kinds of problems are framed as differential equations.