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Select the particleShape1 node and look in the Attribute Editor Set the Particle Render Type attribute to MultiStreak Just below that, click the Current Render Type button to add dynamic attributes for the MultiStreak type Set the render attributes to match the values shown in this illustration In the Per Particle (Array) Attributes folder, add per particle attributes for color and opacity by clicking the Color and Opacity button below the list of current Per Particle attributes When the Add Attribute window opens, enable the Add Per Particle Attribute check box (shown here) and click the Add Attribute button Attributes named rgbPP and opacityPP will now be available in the list of Per Particle attributes

positive and negative values of a, so it is not sufficient, and we can cross off A and D Statement (2), on the other hand, tells us that a is positive and must be a value of at least 3 If a > 3, then the answer to the question stem must always be yes Therefore, statement (2) is sufficient, and our answer is B

The ServletRequest or HttpServletRequest being serviced The ServletResponse or HttpServletResponse that will receive the generated HTML output The PageContext object for this page This object is a central repository for attribute data for the page, request, session, and application If the JSP page uses an HttpSession, it is available here under the name session The servlet context object

session application Table 6-2

3 4

16 D

6:

23

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length of one side cubed So we can cross off B, C, and E Statement (2) is a little trickier, since surface area is generally a less familiar concept If the surface area of the whole cube is 54, then the area of each one of the 6 faces is 9 That means each side is 3, so statement (2) is also sufficient, and our answer is D

The character output stream used to generate the output HTML The ServletConfig object for this servlet context A reference to the JSP page itself An uncaught exception that causes the error page to be invoked This variable is available only to pages with isErrorPage="true"

5 6 7 8

17 C

Table 6-2

.

Implicit Variables (continued)

We can eliminate B, C, and E We do know at this point, though, that the set of prime factors in question is {2, 3, 5} Statement (2) on its own tells us nothing about the prime factors of x, so it is not sufficient on its own We can eliminate B Putting them together, we can see that all of the prime factors of x would also be prime factors of y, so they have those same three prime factors in common Since the statements are sufficient together, then answer is C

Additional implicit variables can be created by means of a tag library See 11 for discussion of this topic

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