Create one symmetrical (normal) and one asymmetrical set of data, and explain why each fit the definition. Knowing the type of distribution and the skewness of the data, is it possible to draw conclusions about the mean and the median?

Why would it be best to use particular measures of center and spread if the data is symmetrical or asymmetrical?

What measures would you use in each case?

6.(q^9)^2 a. 2q^18 b. q^18 c. q^81 d.q^11 7.(6q^6)^-4 a. 6q^1296 b. 1296q^2 c. 1/1296q^24 d. 6q^-24 8. what is the value of 12x^-3 y^-1 for x = -1 and y = 5? a. -12/5 b.-10 c.-0 d.5/12 9. (y^-5)^10y^10 a. y^-60 b. y^60 c. y^-150 d. y^150 find the simplified form of each expression. 10. (4/7^5)^2 a.8/14^10 b.16/49^25 c.16/49y^10 d.8/14y^25 11. determine if the number 3.43 times 10^-6 is written in scientific notation. if not, explain. a. yes; the number is written scientific notation. b. no; the first factor is not a number between 1 and 10. c. no; it is not written as a number times a power of 10

Which measure is equivalent to 110 ml? 0.0110 l 0.110 l 1.10 l 11,000 l

What describes horizontal cross section of the right rectangle 6m 8m 5m