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1. In a competitive market, there are 8 firms, each with total cost given by: TC = Q^2+100
a. Derive the firm's long-run supply equation and the market supply equation.
b. Market demand is given by Q = 120 - P. Determine the equilibrium price and total output in the market. What is each firm's output and economic profit?
c. In the long-run, is the number of firms likely to increase or to decrease?
If BCD and EFGH are rectangles with AB=10cm,BC=7cm,EF=7cm and FG=4cm,all figures accurate to the nearest cm. Find (a)the largest and (b)the smallest possible values of the shaded area.
Calculate an exponentially smoothed forecast, using an alpha value of .30.
What is the dollar savings when a customer receives a 14&3/4 discount on a $959 dining table?
Let C(x) = 10x + 89 be the cost to produce x units of a product, and let R(x) = - x2 + 30x be the revenue. Find the maximum profit.
from an airplane janara looked down to see a city. if she looked down at an angle of 9 degrees and the airplane was
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trapezoid has an area of 80.75 sq. in., and its two bases are 7 and 12 inches long. find the height of the trapezoid.
A ski chalet roof is isosceles triangle and has a vertical angle of 36 degrees. Width of base is 14 m. What is the slant height of roof?
To the nearest 1/4 ton, how many tons of each material did Rich need to buy and round up the number 1 amount (answer) to the next largest whole ton if they are more than 0.1 to more than a whole ton.
Show that if 7 integers are selected from the first 10 positive integers there must be at least 2 pairs of these integers with the sum 11
q. consider the following lppmax z9x18x25x3subject to 2x13x2x3lt45x14x23x3lt11x1x2x3gt0asolve using simplex
Make up a differential equation that you feel confident possesses only the trivial solution y = 0. Explain your reasoning.
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