Users of the impressive Minion Math fonts (commercial) may use remapping to. In this case we get 23 - 1 22 so the range is 22. rangefrak->up, since the up range corresponds to ASCII letters. In interval notation, the domain is \(\), and the range is about \(\). To find the range, subtract the smallest number from the largest number. The graph may continue to the left and right beyond what is viewed, but based on the portion of the graph that is visible, we can determine the domain as \(1973≤t≤2008\) and the range as approximately \(180≤b≤2010\). You find it by putting the numbers in order from smallest to largest, then covering up a number on each end. The output quantity is “thousands of barrels of oil per day,” which we represent with the variable b for barrels. The median is the middle number of a set of values. An example of a domain error is the square root of a negative number, such as sqrt(-1.0), which has no meaning in real arithmetic. The input quantity along the horizontal axis is “years,” which we represent with the variable t for time. A range error occurs if the mathematical result of the function cannot be represented in an object of the specified type, due to extreme magnitude. \): Graph of the Alaska Crude Oil Production where the y-axis is thousand barrels per day and the -axis is the years(credit: modification of work by the U.S.
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