Two triangles below are similar. Find missing length(s).
Give your answers as mixed numbers if appropriate.
A. x = 22; y = 31
B. x = 12; y = 16
C. x = 10; y = 14
D. x = 7; y = 13
Answer: C
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Which type of combinatorics problem is represented in the following situation?: How many different lottery tickets is it possible to produce if the lottery involves drawing 6 numbers at random from a hopper containing 54 numbers?
a. Selection b. Partition c. Distribution d. Fundamental Counting Principle
Find the location and value of each local extremum for the function.
A. (-3.5, 0), (1.5, 0) B. (-3.5, 0), (-2, 2), (1.5, 0), (3.1, 2) C. (-2, 2), (1.5, 0) D. None
Determine whether the relation represents a function. If it is a function, state the domain and range.
A. function domain: {carrots, peas, squash} range: {Bob, Ann, Dave} B. function domain: {Bob, Ann, Dave} range: {carrots, peas, squash} C. not a function
?Which of the following is an example of a false argument? ?
A. ?If it rains, the car will get wet. The car got wet. Therefore, it rained. B. ?If I push the panic button, there will be mayhem. There was no mayhem. Therefore, I did not push the panic button. C. ?All cowboys ride horses. Tony is a cowboy. Therefore, he rides horses. D. ?Some professors work in the private sector. Julie is a professor. Therefore, she may not work in the private sector. E. ?All beef at Company A is kosher. This beef is not kosher. Therefore is did not come from Company A.