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Solve the given problems.
Under certain conditions, the potential V(in V) due to a magnet is given by
where L is the length of the magnet and x is the distance from the point where the potential is measured. Find the expression for dV/dx.
Prepare the operating activities section of the statement of cash flows using the indirect method.Provide a brief explanation as to why cash flow from operating activities is more or less than the net income of the period.
Each pair of the three lines defined by their equations y = (1/2) x - 1, y = 2x + 2 and y = -x + 2 has a point of intersection so that when put together there are three points of intersection making a triangle ABC.Show that triangle ABC is isosceles.
An object having spherical shape of radius r experiences a retarding force F from a fluid of co-efficient of viscosity ' n• when moving through the fluid with speed v . what is the ratio of retarding force to speed
If the point A (3,4) is translated by the column vector (2,-5), what would be the co-ordinates of its image?
Which of the following could be a linear programming objective function?
Solve following equation :
A landscaper blends his own fertilizer which consists of four compounds at the listed price per lb: Formulate an LP problem to determine what blend of these compounds will minimize the cost of a 50lb bag of fertilizer given the following:
Be sure to describe or define the Fundamental Counting Principle, combinations, and permutations in your paper introduction. Include detailed calculations and solutions in the body of your paper.
How we can find out the mathematical model of self adjoint singularly perturbed equation from chemical catalysis and Michaelis-Menten process in biology.
Provide a nicely formatted histogram for the distribution of responses. Provide the sample mean and standard deviation, explaining in words what these estimates mean substantively about American ideology.
a project is shown below. the project consists of a set of data with three independent questions. the first question
MATH 16A WORKSHEET 8. A cup is to be designed in the shape of a hollow cylinder with one of the circular discs removed. What is the minimum and maximum surface area that the cup could have, assuming that we want it to be able to hold π cm3 of wate..
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