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Sketch the circle of radius 1 centered at the origin and the circle of radius 1 centered at the point (1,0) both on the same axis.
a. Write an integral which represents the area of the intersection of these circles (with x-axis integrate ). You need not evaluate the integral.
b. Write an integral which represents the area of the intersection of these circles (with y-axis integrate ). You need not evaluate the integral.
c. Write an integral which represents the volume of the solid obtained by revolving this region of intersection about the y-axis. You need not evaluate the integral.
Determine the test statistics and calculate its value.
Tom, Bill, John, and Ed are running for school president. The person in second place automatically becomes vice-president. How many possible outcomes are there in the sample space?
A building 190 feet tall casts a 60 foot long shadow. If a person stands at the end of the shadow and looks up to the top of the building, what is the angle of the person's eyes to the top of the building (to the nearest hundredth of a degree)? (A..
Determine the survival function and force of mortality of this distribution and determine the actuarial present value of a payment of 1, 000 at the moment of death of (x) providing that (y) is still alive , using δ = .04.
Hamilton Quaternions : Kernels and Images, Show that the map phi: H->M_2(C) defined by phi(a+bi+cj+dk)=(a+b(sqrt -1),c+d(sqrt-1);-c+d(sqrt-1),a-b(sqrt-1)) is a ring homomorphism
consider repair cost for car a and car b. the mean repair cost for each is 500 per year. which statistics about repair
In a survey of 700 randomly selected workers, 16 percent got their jobs through newspaper ads. Consider hypothesis test that uses 0.05 significance level [95 percent confidence interval], test the claim that less than 20 percent of workers got thei..
What % of the total accounts receivable is over 90 days?
the computer systems department has eight faculty six of whom are tenured. dr. vonder the chair wants to establish a
at its closest point, mars is 128.5 million miles from the sun. at its farthest point, mars is 155.0 million miles from the sun. write an equation for the orbit of mars. assume that the center of the orbit is the origin, the sun lies on the x-axis..
Verify Gauss's Theorem, ∫Volume ∇→ · F→dv = ∫surface F→ · n^ da for the function, F→ = r2 sin θr^ + 4 r2 cos θ θ^ + r2 tan θ Φ^ using the volume of the "ice cream cone" shown below.
A recent data showed that 78% of the statistics students pass the class. If we randomly select 20 statistics students, what is the probability that exactly half of them would pass?
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