Find the three measures of central tendency (the mean, median, and mode).
?
0, 1, 1, 5, 8, 10, 11, 132
?
A. mean = 6.5, median = 21, mode = 1
B. mean = 21, median = 6.5, mode = 1
C. mean = 6.5, median = 21, no mode
D. mean = 21, median = 1, no mode
E. mean = 6.5, median = 21, mode = 2
Answer: B
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Use the frequency distribution table to find the mean, median, and mode. If needed, round the mean to one decimal place.
A. mean: 4.7, median: 5, mode: 5 B. mean: 5, median: 5, mode: 5 C. mean: 5, median: 4.5, mode: 2 D. mean: 7.7, median: 7, mode: 7
Write the Roman numeral as a Hindu-Arabic numeral.
MMDV
A. 7405 B. 7505 C. 7605 D. 7606
Solve the triangle, if possible. Approximate values to the nearest tenth when appropriate.? = 28°50', a = 13.5, b = 8
A. ?1 = 59°30', ?1 = 96°40', c1 = 20 ?2 = 18°30', ?2 = 137°40', c2 = 15 B. ?1 = 54°30', ?1 = 96°40', c1 = 16.5 ?2 = 125°30', ?2 = 25°40', c2 = 7.2 C. ? = 69°30', ? = 78°50', c = 15 D. No solution
Find all values x = a where the function is discontinuous.f(x) = 
A. Nowhere B. a = 7 C. a = 10 D. a = 4