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Whole sale price p of oranges (in dollars per crate) and the daily supply x (in thousands of crates) are related by equation px+7x+8p=328. If there are 4 thousand crates available today at a price of $25 per crate, and if the supply is changing at a rate of -.3 thousand crates per day, at what rate is the price changing?
You should analyse in terms of Stakeholder Analysis, Caroll's Pyramid, Utilitarianism, Deontology and Virtue Ethics. Most importantly you should give recommendations.
The base of an aquarium with volume V = 330 is made of slate and the sides are made of glass. If slate costs five times as much (per unit area) as glass, find the dimensions of the aquarium that minimize the cost of the materials.
assume that y1, y2 are solutions of the equation y''+py+qy=0 where p and q are functions of t.
A US importer of German cars wants to arrange a forward contract to buy euros in half a year. The interest rates for investments in US dollars and euros.
Find the solution to the given system for the given initial condition
from a 36-inch by 36-inch piece of metal squares are cut out of the four corners so that the sides can then be folded
The action imperative that appears diagonally opposite of the open systems model quadrant in the competing values framework is
Consider the parametric equations x = 3t, y = t, and x = 6t, y = 2t. What curves do the two sets of equations describe? Compare and contrast the motions for the two sets of parametric equations by interpreting each set as describing the motion of a ..
Find a Polynomial that describes the area of the lawn he has to mow (i.e. Find the area of the yard minus the area of the shed).
The process is repeated and the ship is found to lie on a path described by 3x^(2)-y^(2)=18 . If it is known that the ship is located in the first quadrant of the coordinate system, determine its exact location.
Find a recurrence that defines the sequence 1, 1, 1, 3, 5, 9, 17, 31,.... Now find a different sequence that satisfies this recurrence.
Let C be the curve which is the union of two line segments, the first going from (0, 0) to (-2, 2) and the second going from (-2, 2) to (-4, 0). Computer the line integral of (-2dy -2dx)
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