Probability that he will type the word bayes
Suppose that a 2-year old boy named cahnce sits at a computer and types exactly 6 unique alphabet keys. What is the probability that he will type the word bayes?
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Determine g(x). Simplify the answer. Determine rational values of a such that (x-a) will divide into x^3 - 4x^2 + x +6 with the remainder of zero.
A family that owns two cars is selected at random. Let A = {the older car is American} and B = {the newer car is American}. If P(A) = 0.7, P(B) = 0.5, and P(A intersection B) = 0.4, compute the following:
A representative from a national soft drink manufacturer is responsible for conducting street interviews with randomly selected persons in a given major market. Historically, about 2 in 10 people have a preference for their principle product.
Determine the standard equation (y = a(x - h)2 + k) of the parabola which has the vertical axis and satisfies given conditions.
The mean weight of penguins last year was 15.4 kg. In a random sample of 35 penguins, the standard deviation of the weight is 2.5 kg. If the actual mean weight is as low as 15.1 kg, What is the value of z used to look up the probability of a type
You choose a box at random and take out as well as toss whatever is in it. Let X be the random variable that provides the number of 6's showing. Determine the pmf and expected value of X
What other variables (i.e., other Xs) that may impact your dependent variable? What you think may be some of the advantages of correlation analysis vs. some of the deficiencies?
Determine the remaining roots of f(x) given that r is the root . Then rewrite f(x) in the factored form and sketch its graph. f(x) = 3x^4 + 10x^3 + 3x^2 - 12x - 4; r = -2 is double root.
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