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Find the derivative of each. Show all steps, including rewriting and simplifying. (I found the derivatives i just need help simplifying!)
a. (x + tanx)/(sinx +1)
b. (tanx)(sinx)
c. csc2x
d. (cosx)/x2
There are three friends in a locality.They want to start a business together.They decided to share their capitals depending upon a variable expenditure. The capital polynomial of the three partners together is 2 x3+5x2-x-6, which is the product of th..
Determine the probability that WMS will go up regardless of the Dow and find the probability that probability that WMS goes up given that the Dow is up?
Solve problem of the Rhind Mathematical Papyrus by the method of false position : A quantity and its 2 are added together and from the sum 1 of the sum is subtracted 3 3 and 10 remains. What is the quantity?
If 36000 cartons of eggs are available at the beginning of a certain week and the price is falling at the rate of 2¢/carton/week, at what rate is the supply changing? (Round your answer to the nearest whole number.) (Hint: To find the value of p w..
Gandalf knows that Sauron's power can be modeled with the equation P(x) = -x2 - 50x + 10,00. Find out the (time) rate of increase in Sauron's power when the Fellowship is 75 miles from Mt. Doom.
in attempting to fly from chicago to louisville a distance of 330 miles a pilot inadvertently took a course that was
compute the price earnings ratio round to the nearest whole number
The dietary fiber content and other essential nutrients in the fruit cup can be approximately by the normal distribution with population mean= 200 and standard deviation = 5. Find the probability that the fruit cup you select will contain more tha..
rancher in calgary builds a silo in his corral. The rectangle corral measures 21m by 15m and the silos base is circular in diameter with a diameter of x meters. Find a polynomial for the remaining area of the corral.
The average apple weighs 0.25 kg, and the total weight of a box filled with apples is 12 kg. How many apples are packed in each box?
Why is it not possible to meet the scheduling constraints set by the Board? What is your recommendation to handle the scheduling problem?
Let E and F be non-zero-probability events. If E and F are mutually-exclusive, can they also be independent?
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