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In the 113th Congress, the United States House of Representatives has 78 women representative with 59 being democrats and 19 being republicans. If a lobbyist for AARP randomly selects three different representatives to visit what is the probability that: a. All of the representatives would be women? b. Two of the representatives would be women? c. All would be women and republican provided the lobbyist was only going to select from the women representatives? The Zero Mutual Fund Company has an Insider Trading Mutual Fund that is supposed to sell for $10 a share. When the selling prices per share on 1000 transactions were randomly selected, they revealed that the mean selling price was $10 with a standard deviation of $1. Assuming a symmetrical distribution for the selling price per share, solve the following problems: a. What percent of the shares sold for $12 or more? b. What percent of the shares sold for $8 or less? c. What percent of the shares sold between $9 and $11? d. What percent of the shares sold for $8 to $9?
Determine the asymptotic stability of the system x' = Ax where. More specifically, what stability conclusion(s) can be drawn?
Use differentials to estimate the amount of material in a closed cylindrical can that is 70 cm high and 28 cm in diameter if the metal in the top and bottom is 0.1 cm thick, and the metal in the sides is 0.05 cm thick.
The circumference of a sphere was measured to be 80.000 cm with a possible error of 0.50000 cm. Use linear approximation to estimate the maximum error in the calculated surface area.
How many standard deviationsunits, symmetrical about the mena, will span an area around the mean of 40% of the total area under the normal curve?
The perimeter of a standard high school basketball court is 268ft. the length is 34ft greater than the width. Find the length and the width of the court.
five school children are weighed in pairs. the readings (in kilograms) are: 58,60,61,64,65,67,68,70 and 71. find the weight of the individual children.
Find the value of the constant k, [2] (ii) solve the equation f(x) = 0.
The quality control department checks 340 CD players and discovers 12 of them are defective. What is the probability that a CD player is not defective?
A regular triangular pyramid has a base, b, of 3.9m, a height, h, of 3.9m, and a height, H, of 15.8m. Find the volume of the pyramid to the nearest square unit.
There were 145 tickets sold. The adult tickets costs $8.00. The student tickets costs $2.25. Student tickets were 5 less than half of the adult tickets sold. The amount of money collected was $912.5. How many students and adults bought the tickets..
starting at 8 A.M. determine the number of times in the next 24 hours for which the hour and minute hands on a clock coincide?
Construct a computer simulation model to keep track of the cash flow
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