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A company's revenue is the amount of money that comes in from sales before business costs are subtracted. For a single product, you can find the revenue by multiplying the quantity of the product sold, x, by the demand equation, p. The Revenue equation is "R = xp". You are advising a local company that sells hamburgers at your state fair and have determined that the demand equation is:
p = -x + 300. Substitute this equation for "p" into the previously mentioned Revenue equation. (20% of grade)
How to solve a problem with Property Tax in a position in Pennsylvania earning 50,000 per year. You found a duplex that you can purchase with an assessed value of $75,000.
the price of an instanzoom camera increased from $75 to $90. find the percent of increase in price.
A person is given 4 coins each with equal and independent probabilities of being a nickel , a penny, a dime or a quarter. What is the probability the person has been 37 cents
Determine the steady-state probabilities for this transition matrix algebraically and explain what they mean.
using the formula NI = [ U * ( P - VCu )] - FC , in which order must you complete the calculation? Why does the order of operations matter?
The bill (parts and labor) for the repair of an automobile was $395. The cost for parts was $185. The cost of labor was $30 per hour. Let x represent the number of hours of labor. Write an equation that represents the total bill for the repair of ..
Find the cost of the shortest length of carpet.
To be effective, these plants are also required to produce a minimal amount of steam.
how long will it take your money to triple if you originally invested $10,000 at 5.6% compounded annually?
A bond with a face value of 100; 000 has coupons of 3% per annum payable semi-annually. It will be redeemed at par. It is purchased for a price of 91,825. At this price the yield to maturity is 4% per annum convertible semi-annually. Calculate the..
Probability. A grab bag contains 10 $1 prizes, 7 $5 prizes, and 5 $20 prizes. Three prizes are chosen at random. Find the following probabilities.
Use the Taylor Series for 1/(1-x) to find the Taylor Series of 1/(1+x) about x = 0 and its Interval of Convergence. Use the result of part (i) to find the Taylor Series of ln(1+x) about x = 0 and its Interval of Convergence.
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