Compute and interpret marignal revenue
The company evaluates total revenue, R, in dollars, received from sale of q items is R=ln(1+1000q^2). Compute and interpret marignal revenue if q=10.
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The weight of 800 pounds is suspended from two cables. One cable is 35 degrees and other is 50 degrees. Determine the tensions in the two cables?
What occurs at x= -3 in each function? Is there a hole, x-intercept or vertical asymptote? Y= (x-3)(x+3)/(x+3)(x-1) Y= (x-3)(x+3)^2/(x+3)(x-1) Y= (x-3)(x+3)/(x+3)^2(x-1) Y= (x-3)(x+3)/(x+3)
A confidence interval determine for population mean is given to be (46.38, 54.98). If the standard deviation is 12.472 and the sample size is 56, answer each of the following. Estimate the maximum error of the estimate, E.
In response to attack of 10 missiles, 500 antiballistic missiles are launched. The missile targets of antiballistic missiles are independent, and each and every antiballstic missile is equally likely to go towards any of target missiles.
The amount of waste company produces, W, in tons per week is approximated by W=3.75e^-.008t, where t is in weeks since Jan 1, 2005. Waste removal for company costs $15/ton.
Find probability that both freeways are congested? It turns out that 85 is congested.Find the probability that 280 is also congested?
Describe the null as well as alternative hypotheses and the compute.
Rewrite function with the positive angle, and then graph resulting function. Determine amplitude, period, displacement of function.
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