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Downlink, clear sky (refer to Table AN2-2d)

In the preceding code, the course_fee function takes the fee for a course as a parameter and then displays the fee after subtracting the discount. In this code, fee is the required parameter and discount is the default parameter, which takes a default value of 15 percent. Students taking different courses in the university would want to see course_fee that they have to pay for a course or a semester. If a student shows extraordinary performance, then the university may want to give the student a higher discount. You can override the default value of the discount by providing a different value for the default argument. In the preceding example, you can specify a discount of 20 percent while calling the course_fee function.

(9.4)

for (k = 1; k <= N; k++) // number of time steps { for (l = 0; l <= m; l++) { value = pow(p,l+1); a[0][l] = (int)((M % value)/p); for (q { v1 = v2 = v3 = fact = l; q <= m; q++) factorial(q); factorial(q-l); factorial(l); = v1/(v2*v3);

The following formula is a variation on the formula in the previous section. This array formula works with a single-column vertical range named Data. The array formula is entered into a range of the same size as Data, and returns only the nonblank cell in the Data range.

He presses Esc to enter Command mode. Then, he moves the cursor down to the blank line below . . . Noble Deeds Division missions: , where he wants to append the information from RFI_trip_laundry. Now, he lists the contents of the directory where RFI_trip_laundry is located:

=((1+0.03503153)^12)-1

P2MP LSPs in conjunction with PIM discovery In this case, PIM is being used as a discovery mechanism. This enables the ingress router of a P2MP LSP to discover, through a PIM Join, the leaf nodes requiring to receive that traffic, rather than the identity of those nodes having to be configured manually on the ingress router. Sub-LSPs are added or removed from a P2MP LSP in accordance with PIM Join and Prune messages arriving from the edge of the network [TE-PIM]. The scheme requires changes to the way PIM operates. PIM as it stands today assumes that neighbors are directly connected, so a PIM Join is propagated hop by hop through the core of the network. However, this leads to an undesirable situation where the P routers in the network need to run PIM and hold an associated multicast state. Hence a more useful scheme would be one in which a router X can send a PIM Join directly to the ingress router of a P2MP LSP in order to trigger the ingress router to add a subLSP with egress X to an existing P2MP LSP that is carrying the multicast group in question (or to set up a P2MP LSP if one does not already exist).

Linda McKinnon has more than 10 years of experience as a successful trainer and network engineer specializing in assisting major companies throughout the USA and Canada in network architecture, systems administration and RFP procurement. In addition to being sought-after for her Linux expertise, Ms. McKinnon teaches large-scale server technology including the IBM RS/6000 SP and pSeries systems. On the software side, she teaches WebSphere Application Server Administration as well as WebSphere Commerce Suite implementation. Al McKinnon is a professional trainer and engineer who assists clients throughout North America with network auditing, optimization and troubleshooting, management and migration. Mr. McKinnon is also a technical author and editor for IBM and other clients, and he has extensive knowledge of networking technologies implemented on Linux, Windows 9x, Windows NT/2000, IBM AIX, Novell Netware and IBM OS/2 Warp Server. Al and Linda are both headquartered in Calgary, Canada, where the prairie meets the foothills of the Canadian Rockies.

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