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=[Quantity] * [UnitPrice]

All three types of intervals are continuous spans of values that a variable can attain between a specific minimum and a specific maximum, which are called the extremes But there are subtle differences between the three types as listed below: In an open interval, neither extreme is included In a half-open interval, one extreme is included, but not the other In a closed interval, both extremes are included

Estimating by comparison indicates that the SSRM project will require: Between 3,954 and 7,989 hours of work, with a likely value of 4,721 hours and Between 56 and 94 months, with a likely value of 78 months to complete

Question 1-2

Rename the column to Sales Amount by double-clicking the column header, typing the new name, and finally pressing enter Your result should look like Figure 2-27

Imagine two real numbers a and b, such that a < b These numbers can be the extremes of four different intervals: one open, two half-open, and one closed How can we denote these four intervals for a variable x

Answer 1-2

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Jenny has now completed the target project s estimation using the comparison technique She has optimistic, likely, and conservative estimates for SSRM s project work effort and duration Of immediate interest is a comparison between the earlier regression equation estimates and the comparative estimates The comparative estimate s likely project work effort estimate of 4,721 hours aligns very closely with the regression equation estimate of 4,752 hours (regression equation estimate considering both functional size and maximum team size)

That s the Sales Amount done Now, to work out the year for each order:

x (a,b) 172

which means x is an element of the open interval (a,b) If we include a but not b, we have a half-open interval where a x < b We can write x [a,b) which translates to x is an element of the half-open interval [a,b) If we include b but not a, we have an open interval where a < x b We write x (a,b] which means x is an element of the half-open interval (a,b] If we include both a and b, we have a closed interval where a x b We can write x [a,b] which means x is an element of the closed interval [a,b]

13:

Click the Orders tab to make the Orders table current If you can t click the tab, you might still be in the formula bar pressing enter will exit from the formula bar Scroll, if necessary, to find the first empty column with a heading of Add Column (or click the Add button on the Design menu) Click in the column and type the following DAX (the single quotes are optional if there is no space in the table name), and then press enter:

Question 1-3

Answer 1-3

=YEAR('Orders'[OrderDate])

.

We must never confuse an open interval with an ordered pair, which uses the same notation If we pay close attention to the context in which the expression appears, we shouldn t have trouble

Question 1-4

Again, rather than type the table and column name, type the letter o and then select 'Orders'[OrderDate] and press tab This is known as AutoComplete it s pretty useful Rename the column to Year and press enter The result is shown in Figure 2-28 The following shorter syntax also works:

Relations and functions are operations that map specific values of a variable into specific values of another variable There s an important distinction between a relation and a function What is it

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