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Billy likes to go cycling, his bike has wheels of diameter 85cm he has invented a counter for his bike which counts the number of revolutions the wheels make.
One day the counter shows 360 revolutions.
How far has Billy cycled?
Give your answer to the nearest meter.
Should the unit price be raised slightly from 40 in order to increase revenue? Enter 1 for Yes or 2 for No .
Find the number of hours that represent the 40 percentile.
Discuss a real-life situation where a straight-line graph might be applicable and explain why you think this might be true (show the equation).
Prove that this is a homonorphism, what is the kernel of phi? And what is phi(R)?
Let M>0, and let f:[a,b]-->R be a function which is continuous on [a,b] and differentiable on (a,b), and such that |f'(x)|
Use the chi square test to find the listed occupations
In baseball a player's batting average is the ratio of hits to the number of times he or she has batted. Thus, if the player has an average of .300, it means he or she got 300 hits in 1000 at bats.
Determine the largest and smallest values of the marginal cost for 0
A pulley is suspended 13.5 m above a small bucket of cement on the ground. A rope is put over the pulley. One end of the rope is tied to the bucket and the other end dangles loosely to the ground.
Suppose A(3,-1,0) and B(-4,-2,3) are 2 points in 3-space. Find a vector with the following three characteristics: initial point at the origin, collinear but in the opposite direction of vector AB , length 3
Reals with the "finite complement topology:" U open in X if U - X is finite or is all of X. Why compact? Why not regular? Reals with the "countable complement topology:" U open in X if X - U is countable or is all of X. Why not compact? Why not regul..
A control system has a time constant, τ ( = 1/t)), where t satisfies the equation 10e-2t = 2Sin2t + 3. Show that this equation has a solution between t = 0 and t = 1.
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