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Question: Solve the indicated equations graphically.
A 2.00-L (2000-cm3 ) metal container is to be made in the shape of a right circular cylinder. Express the total area A of metal necessary as a function of the radius r of the base. Then find A for r = 6.00 cm 7.00 cm, and 8.00 cm.
A swimming pool is 50.0 ft wide, 78.0 ft long, 3.50 ft deep at one end, and 8.75 ft deep at the other end.
Math 104: Final exam. Given a function f on [a, b], define the total variation of f to be, Vf = sup{k=1∑n|f(tk)-f(tk-1)|}. where the supremum is taken over all partitions P = {a = t0
change all trig functions to sines and cosines and simplify. write the answer using s for sinx and c for cosx.cos
several statistical tests have a way to measure effect size. what is this and when might you want to use it in looking
At work one day Erica received 36 packages. Speedy delivered 3 times as many as Express, While Express delivered 4 more than Quick Service. How many packages did each service deliver to Erica?
A train travels 120 km in the same time that a plane covers 420 km. If the speed of the plane is 40 km per hr less than 4 times the speed of the train, find both speeds.
a box contains 10 chips.nbsp the chips are numbered 1 through 10.nbsp otherwise the chips are identical.nbsp from this
Read the article "How Barbie Lost her Groove," by Nash and Duvall (2005). Compose a persuasive response that includes the following elements:
A lighthouse is fixed 160 feet from a straight shoreline. A spotlight revolves at a rate of 17 revolutions per minute, (34 rad/min ), shining a spot along the shoreline as it spins. At what rate is the spot moving when it is along the shoreline 16..
show that if x is any vector in Rn, then T (x) = 0.
Probability using Bayes theorem. An oil executive has determined that the probability that this oil field contains oil is 0.6. Before starting the drilling she decides to order a seismological test to see if there is oil in the ground.
Show that the greedy algorithm for making change for n cents using quarters, dimes, nickels and pennies has O(n) complexity measured in terms of comparisons needed.
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