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Question1: Suppose a binomial distribution, what is the probability of having exactly three boys out of five births if the probability of any male birth is 2/3?
Question2: The distribution of ant mounds on a farm can be accurately modeled by a Poisson distribution. If the farm is divided into 100 equally sized parcels, what is the probability that exactly three ant mounds will be on any randomly selected parcel if the farm has 250 mounds total?
Find the hypothesis and the null hypothesis
Apply an ANOVA with alpha
Multiply and simplify the given expression - Multiply and simplify: (2x 3 + 3) (5x - 6 + x 2 )
A researcher determines there is a significant difference
Use Newton's Method for three steps to find the cube root - Evaluate the Newton's method discrete-time dynamical system to check your answer for the first step and compute the next two values.
The truth table and previously proven logical equivalencies
Use an ANOVA with alpha=.05 to determine whether there are any significant differences among the three treatments.
Trigonometric function to estimate the exact value.
Find the average weekly breakdown cost.
Create a joint probability table
Use the regression model to predict the shipments
Give the critical region, test statistic value, & conclusion for the F test.
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