Continuous random variable
Given that a continuous random variable X has normal distribution with = 60 and = 4 Find the following probability.
P[55 P[56 < X < 64]
P[56 < X < 64]
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The flagpole is perpendicular to horizontal but is on the slope which rises 10 degree from horizontal. Pole casts the 43-foot shadow down slope and angle of elevation of sun measured from slope is 36*. How tall is pole?
A national exam is given yearly to fifth graders. At one school they found 3 to 5 times as many erasures as at other schools, and 89% of those erasures resulted in correct answers as compared to less than 70% for other schools. Has there been tamp
In a random sample of 740 Americans, 33.5% indicated that they've a cat for a pet. Determine with 94% confidence the proportion of all Americans that have cats as pets. (Give the confidence interval in percentages.)
For any generic t-test for independent groups, write down the null and alternative hypotheses that are appropriate at alpha =.05 (2 tail). Write a verbal and an equation version.
Assume x is difference between price scanned and price marked on item, and y is amount refunded to customer. Write the formula for y in terms of x.
Let U be a uniform random variable on the interval [0,1]. Let X= U^1/5. Find a function g(x) so that g(U) is an exponential random variable with parameter λ, and prove it is.
The graph of function has the horizontal asymptote. If graph crosses the asymptote, write x-coordinate of intersection. Otherwise, express that graph doesn't cross asymptote.
Determine maximum number of June bugs in millions to at least 3 places past decimal. For example, if you find maximum to be nine hundred million one hundred twenty thousand June bugs then answer is 900.120.
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