350 ft .... *APEX*
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The height of the column.
The mean of the 10th and 11th values
The mean of the 6th and 7th values
The mean of the 3rd and 4th values
miles
The number that represents the smallest amount in the group is .1. It is less than 10, .999, .33, and is equal to another .1, but still less than the others. Thus, both instances of .1 are the smallest values in the set.
Yes, in perfectly symmetrical distributions, the distance from the smallest observation to the median (Q2) is equal to the distance from the median to the largest observation. This symmetry ensures that the distribution is balanced around the median, making the two distances identical. Consequently, the values are distributed evenly on either side of the median.
Depends on the distance.
The smallest value is -32,768 and the maximum is 32,767
You find the the smallest and largest values. The interval is the largest minus the smallest.
The circumference of a circle represents its perimeter and the distance around it.
At a constant rate: distance = time x speed Since you are calculating the distance based on the other two numbers, I would say that distance is the dependent variable (it is based on the values of the other variables).
The darker horizontal line on a graph. It represents the x-values. The lighter vertical line is the y axis. It represents the y-values.
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The ACS computation compares the sampled symbol value with the values that would be expected for each possible transition on a noiseless channel. The metric is the distance (hamming distance for hard-decision, and euclidean distance for soft-decision decoders) from the actual symbol to an expected symbol, the smallest metric indicates the closest match.
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