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The probability of breast cancer is 1% for women at age forty who participate in routine screening. If a woman has breast cancer the probabilty is 80% that she will get a positive mammography. If a woman does not have breast cancer, the probability is 9.6% that she will also get a positive mammography.
A woman in this age group had a positive mammography in a routine screening. What is the probability that she actually has breast cancer? 10 out of every 1000 women at age forty, who participate in routine screening have breast cancer. 8 out of every 10 women with breast cancer will have a positive mammography. 950 out of every 990 women without breast cancer will also have a positive mammography. Here is a sample of women who have a positive mammography. How many of these women actually have breast cancer? Create a 2x2 table for the mammogram problem. Calculate 1. Probability of having breast cancer. p(BC). 2. Probability of having BC given the mammogram is positive. p(BC/positive mammo) 3. Probability of having a positive mammogram given a person has BC. P(pos mammo/BC)
Calculate the operating cost for the lowest 6% of the airplanes? (Round z value to 2 decimal places. Omit the "$" sign in your response.)
2800 people were surveyed about their recent purchases. 715 of those people surveyed bought a television within the last year
Population growth rate
Parke-Davis data: A group of 100 people were in a study involved treatment with Lipitor. Unbeknownst to the subjects, some of them were given Liptor and some were given placebo (sugar pill) as shown in the table.
Subtracting, Adding and multiplying two complex numbers
The inflection points and global extrema.
Determine the displacement y(x,t) to the string at any point at any subsequent time described by a function
Derivative of the natural logarithm by using the fundamental theorem of calculus - Evaluate the derivative of y = ln x. This solution below is not complete.
Probability of selecting a resident live in Alaska, According to the U. S. Census Bureau, the total 2008 U.S. population was 303,824,640. The chart below summarizes the 2008 population for five U.S. States.
Calculate the value of appropriate test statistic
State the inverse, the converse, and the contrapostive of the given statements.
Service station cars arive randomly at a rate of 1 car every 30 min. the average time to change oil on a car is 20 min. both the time between arrivals and service time can be modeled using the negative exponential Poisson distribution.
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