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Explain the features and utilities available in java, which makes it suitable for developing e-commerce applications.
1. In a network, the transmission of passive information and active programs are fairly common between the server and a PC. Such programs can be very conveniently run on JAVA
2. Java supports applet. An applet is an application designed to be transmit over the Internet.
3. Java gives a high level security against risk of virus infection and malicious programs that can gather private information like as credit card number, bank balances etc. The security is certain by 'Fire walls'.
Given the information provided in Table 1: Prepare an Activity on the Node (AON) Network Diagram ( I recommend you use MS Project or any drawing tool); Prepare
what is the usuage of Real time Os
Explain CGI standard. The CGI Standard: Technology utilized for building dynamic web documents is termed as Common Gateway Interface (CGI). The CGI standard gives how a serv
The transport protocol used by TFTP (Trivial File Transfer Protocol) is? The transport protocol used through Trivial File Transfer Protocol is UDP.
What are vectored interrupts? To decrease the time involved in the polling process, a device requesting an interrupt may recognize itself directly to the processor. Then the pr
Every input line of combinational circuit represents a specific element of the string let's say xi and every output line results in the form of a sorted list. In order to get the a
Q. What do you mean by instruction cycle? We have considered the instruction execution in previous section. Now let's consider more about different types of instruction executi
Representation in Prolog - Logic Programs : Artificial intelligence If we impose some more constraints on first order logic, then we get to a representation language known as l
What is trivial file transfer protocol? Explain briefly? Trivial File Transfer Protocol (i.e. TFTP) is helpful for bootstrapping a hardware device which does not have a disk on
a) Prototype a macro known AP which takes 4 integer parameters n (number of terms), a (first term), l (last term) and Sum (sum of n terms), provided that: Sum = (a+l)*n/2 b)
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