center, spread, and shape of distributions: foundations\nthe cost of each house in new mexico is summarized…

center, spread, and shape of distributions: foundations\nthe cost of each house in new mexico is summarized in the histogram.\nhouses that are worth more than 1 million dollars are not shown due to\nspace limitations. above 1 million dollars, the number of houses continues\nto decrease steadily as the cost increases. what is the range of house\ncosts?\nchoose 1 answer:\n0\n150 thousand\n1,000 thousand\nthere is not enough information to determine the range.

center, spread, and shape of distributions: foundations\nthe cost of each house in new mexico is summarized in the histogram.\nhouses that are worth more than 1 million dollars are not shown due to\nspace limitations. above 1 million dollars, the number of houses continues\nto decrease steadily as the cost increases. what is the range of house\ncosts?\nchoose 1 answer:\n0\n150 thousand\n1,000 thousand\nthere is not enough information to determine the range.

Answer

Explanation:

Step1: Recall the formula for range

The range of a data - set is calculated as (Range = \text{Maximum value}-\text{Minimum value}).

Step2: Identify the minimum and maximum values from the histogram context

From the (x -)axis (cost of house in thousands of dollars), assume the minimum cost of a house is (0) thousand dollars (the left - most point of the histogram's relevant data). The maximum value (since houses over 1 million dollars are not shown but we consider the upper - bound of the data we can work with from the axis labels) is (1000) thousand dollars.

Step3: Calculate the range

Using the range formula (Range=1000 - 0=1000) thousand dollars.

Answer:

C. 1,000 thousand