Speed of a satellite moving around the earth
Determine the speed of a satellite moving around the earth in a circular orbit which consists of a radius equivalent to four times the earth's radius of 6.38 x 106 m.
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A baseball having mass 500 grams is thrown down from bridge 180m above the water having initial velocity of 12 m/s i) Determine the velocity when it strikes the water?
A random sample is chosen from population with mean µ = 101 and standard deviation s = 10. For which of sample sizes would it be reasonable to think that x sampling distribution is approximately normal in shape? (Choose all that apply.)
What is the theoretical mean and theoretical standard deviation if i rolled
i) Determine the wavelength of the sound. ii) Draw the standing wave for the air displacement in front of rock face and find where Grizelda should sit in order to be at node.
The burning time of experimental rocket is random variable having the normal distribution with μ = 4.76 seconds as well as σ = 0.04 second. Determine the probabilty that this type of rocket will burn.
A biconvex lens consists of a focal length of 12cm. A 4cm tall candle is positioned 18cm in front of the lens. Determine the characteristics of the image. Employ the diagram and the lens equation.
If you select a point randomly in the unit square, determine the probability that it is in a distance 1/2 from one of the corners? Write precisely what the probability space and probability measure are, and phrase your solution in such terms.
Additionally, first prime minus sum's ones digit equals twice sum's tens digit. Last prime minus sum's ones digit equals twice first prime. Sum's ones digit is 1. Determine these three primes?
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