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A box contains ten tickets, four marked with a positive number and six with a negative number. All the numbers are between -10 and 10. One thousand draws will be made at random with replacement from the box. You are asked to estimate the chance that the sum will be (1) positive, (2), chance of getting 100 or more 3's, (3) chance of getting 425 or more positive numbers
For each question:
a. Can you do it on the basis of the information already given?
b. Can you do it if you are also told the average and the standard deviation of the numbers in the box, but are not told the numbers themselves?
A robot travels from the lower left corner to the upper right corner of an m × n grid. It can only move right and up. How many unique paths can it take? (Hint: How many steps must any path have?)
A marketing research firm wishes to estimate the proportion of adults who are planning to buy a new car in the next 6 months. A simple random sample of 100 adults led to 22 who were planning to buy a new car in the next 6 months.
Using random numbers of 0.1562, 0.9821, 0.3409, 0.5594, and 0.7758, compute the time required for each of five simulated maintenance checks of the airplaine's landing gear.
Botanist is testing three plants and finds that prob of plant A being alive in a weak is 0.3 plant B is 0.6 and plant C 0.5 these probability are indipendant of each other. Determine the probability of all plants being alive after a weak.
Explain the difference between testing a single mean and testing the difference between two means. What two assumptions must be met when one is using z test to test differences between two means?
a small cohort study is conducted in 13 patients with an aggressive cellular disorder linked cancer. the clinical
Use differential calculus to find both sales volume at which revenue is maximised and the maximum revenue available from sales of product X.
The mean height of women in a country (age 20-29) is 64.3 inches. A random sample of 75 women in this age group is selected. what is the probablity that the mean height for the sample is greater than 65 inches?
At the 10% level of significance, does the following sample evidence indicate that the two population means are equal? Assume the populations are normally distributed.
Then you travel the same distance to another point C moving at a constant speed of 120 km/h. Your average speed for the entire trip from A to C is?
Using this data, is there enough evidence that the average depth of the ice sheet is below 3140 m? Assume that the depth of the ice sheet is normally dstributed. Use a test of hypotheses of level alpha = 0.05.
A pizza store chain wants to see which pizza toppings customers seem t olike the best. A random sample of people were asked about their pizza preferences.
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