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Suppose one were interested in finding all those students whose major advisor was not in the Math Department One way to learn that is to nest one query regarding faculty and departments inside another regarding students: SELECT Sname, Dorm FROM Student WHERE MajorAdvisorName IN ( SELECT Fname FROM Faculty WHERE Dept != 'Math' ); This is called a nested query, or subquery Usually it is possible to use a join instead of a nested query, but not always Later we will discuss correlated subqueries, which cannot be translated into join expressions In this case, however, here is the same query example executed as a join: SELECT Sname, Dorm FROM Student JOIN Faculty ON MajorAdvisorName = Fname WHERE Dept != 'Math'; In this case, since there is no ambiguity about which table is being referenced, the column names do not need to be qualified with a table reference.

Node sublist(Node list, int p, int q) // returns: a new list that contains copies of the q-p nodes of the // specified list, starting with node number p (starting with 0); For example, if list is {22, 33, 44, 55, 66, 77, 88, 99}, then sublist(list, 2, 7) will

which can be solved simultaneously with (4.7) or plotted as indicated on Fig. 4-13(a) to determine the quiescent values IGQ and VGQ . If VGG is of the polarity indicated in Fig. 4-14, the grid is negatively biased, giving the Q point labeled Qn . At that point, IGQ % 0 and VGQ % VGG ; these approximate solutions su ce in the case of negative grid bias. However, if the polarity of VGG were reversed, the grid would have a positive bias, and the quiescent point Qp would give IGQ > 0 and VGQ < VGG .

return the new list {44, 55, 66, 77, 88}. Note that the two lists must be completely independent of each other. Changing one list should have no effect upon the other. 3.7 Write and test this method:

CHAP. 4]

When using a subquery, the result columns must all come from the table named in the FROM clause of the first SELECT clause Since that is the case in this example, one has the choice of using a join or a subquery We will return to the SELECT statement later to touch on some additional topics, but now we will turn our attention to the other SQL DML statements Having created the tables for a database, the next step will be to enter data The SQL statement for adding rows to a table is INSERT Here is the syntax for INSERT: INSERT INTO <table_name> ( <columnX>, <columnY>.., <columnZ>) VALUES( <valueX>, <valueY>.., <valueZ>); This says that the key words INSERT INTO must be followed by the name of a table Then you must provide an open parenthesis, a list of one or more column names, and a close parenthesis.

void append(Node list1, Node list2) // precondition: list1 has at least one node; // postcondition: list1 has list2 appended to it; For example, if list1 is {22, 33, 44, 55} and list2 is {66, 77, 88, 99}, then append(list1, list2) will change list1 to {22, 33, 44, 55, 44, 55, 66, 77, 88}. Note that

Voltage summation around the plate circuit of Fig. 4-14 leads to the equation of the dc load line iP VPP vP RL RL 4:11

which, when plotted on the plate characteristics of Fig. 4-13(b), yields the quiescent values VPQ and IPQ at its intersection with the curve vG VGQ .

no new nodes are created by this method. 3.8 Write and test this method:

Then the key word VALUES must appear, followed by an open parenthesis, a list of column values corresponding to the column names, a closed parenthesis and a semicolon And here is an example: INSERT INTO Student( Sname, Dorm, Room, Phone ) VALUES ('Mary Poppins', 'Higgins', 142, '585 223 2112');.

Example 4.7. In the triode ampli er of Fig. 4-14, VGG 4 V, VPP 300 V, RL 10 k , and RG 2 k . The plate characteristics for the triode are given by Fig. 4-13(b). (a) Draw the dc load line; then determine the quiescent values (b) IGQ ; c VGQ ; d IPQ , and e VPQ . (a) For the given values, the dc load line (4.11) has the iP intercept VPP 300 30 mA RL 10 103 and the vP intercept VPP 300 V. characteristics of Fig. 4-13(b). (c) (e) These intercepts have been utilized to draw the dc load line on the plate

Node concat(Node list1, Node list2) // returns: a new list that contains a copy of list1, followed by // a copy of list2; For example, if list1 is {22, 33, 44, 55} and list2 is {66, 77, 88, 99}, then concat(list1, list2) will return the new list {22, 33, 44, 55, 44, 55, 66, 77, 88}. Note