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Solve the given problems by finding the appropriate derivative.
The relative number N of gas molecules in a container that are moving at a velocity v can be shown to be N=av2 e -bv2 where a and b are constants. Find v for the maximum N.
How far should its base set away from the building wall? Explain your answers and show your calculation. NOTE: You may need to apply the Pythagorean Theorem when solving this question.
if the sides of a square are lengthened by 5cm, the area becomes 100cm^2. What is the length of a side of the original square?
Calculate the work required to fill a tank full of water through a hole in its bottom. The shape of the tank is an inverted pyramid of height 12 meters whose base is a square of side 4 meters.
A grocery store paid $18.00 for 120 pounds of grapes and it wants a 35% average or effective markup based on cost.It expects to move 5% over to the reduced table and sell them for $0.06 a pound. What amount must they price the remainder?
The assignment this week is to collect quantitative data for a minimum of 10 days from ONE of your daily activities. Some examples of data collection include:The number of minutes you spend studying every day.The time it takes to cook meals each day.
In light of the above statement, please provide a analysis of Organisation Development and its integration with the Human Resources Development Strategy in an organisation.
The trajectory of a projectile is represented by y = √3x - gx2/2. The angle of projection is
Use the forecast to find the probability that in a random sample of 10 major bridges in the city, at least 3 will have an inspection rating of 4 or below in 2020.
Discuss the different types of knowledge processes within an organization that focus on the acquisition of new knowledge vs. those processes that build on existing knowledge. Then, discuss how these processes promote capability development in an o..
one angle of a triangle is 34 degrees. the oppisite side is 20mm and a second side is 27mm. find all possible values
Check that N(t) = t/(1 +ct) is a solution of the differential equation dN/dt = N^2/t^2. Treat c as an unspecified constant.
determine how much was borrowed at each rate if the annual interest was $130,500 and the mount borrowed at 10% was four times the amount borrowed at 7%. solve the system using matrices.
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