For a bell-shaped data set, approximately (Choose one) of the data will be in the interval μ -σ to μ+ σ.

For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.For a bell-shaped data set, approximately (Choose one) of the data will be in the interval

μ -σ to μ+ σ.

x = 12

y = 15

step-by-step explanation:

10.416 m/s

step-by-step explantion:

distance=100m

time= 9.6s

average speed=100/9.6

=10.416 m/s