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A video rental store has two video cameras available for customers to rent. Historically, demand for cameras has followed this distribution. The revenue per rental is $40. If a customer wants a camera and none is available, the store gives a $15 coupon for tape rental.
Demand Relative Frequency Revenue Cost0 .35 0 01 .30 40 02 .20 80 03 .10 80 154 .05 80 30
a. What is the expected demand?b. What is the expected revenue?c. What is the expected cost?d. What is the expected profit?
If a ball is thrown into the air with a velocity of 50ft/s, its height in feet after t seconds is given by y = 50t - 16t^2. Find the average velocity for the time period beginning when t = 3 and lasting 0.05 s.
Calculating the probability that the player wins in a game of craps. The dice game craps is played as follows. The player throws two die, and if the sum is seven or eleven then she wins. If the sum is two, three, or twelve, then she loses
find the height to the nearest hundredth of a centimeter. use 3.14 for pi.
Suppose Frank owns 2000 shares of company X and 1000 shares of company Y. The total value of Franks holding for these 2 companies is $680,000 please write an equation for Bobs and franks holdings. Usa Variable X and Y to represent the values of sh..
If an arrow is shot upward on the moon with a velocity of 58 m/s, its height (in meters) after t seconds is given by H = 58t - 0.83t^2.
A $10,161.92 car can be bought for a down payment of $2,000 and 36 equal monthly payments. Find the amount of each equal monthly payment.
If G = and H is a subgroup of G, show that H is the normal subgroup of G if and only if x^-1Hx contained in H for all x belonging to X. ALSO show that is normal in G if and only if gXg^-1 contained in for all g belonging to G.
In addition, Martinez has decided that there should be at least six ads on TV or radio or some combination of those two. The amount spent on billboards and newspaper together must not exceed the amount spent on TV ads.
Evaluate the number of ways between two town from the word problem - How many ways are there to go from A to C?
What is the probability that a random sample of 50 such women will yield a mean entry-level that exceeds $58,000?
Calculate the average rate of change.
A pilot flies south 100 miles then east 100 miles then north 100 miles and ends up back where she started. Where might she have started?
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