A company has a choice of two languages $L_1$ and $L_2$ to develop a software for their client. Number of LOC required to develop an application in $L_2$ is thrice the LOC in language $L_1$. Also, software has to be maintained for next $10$ years. Various parameters for two languages are given below to decide which language should be preferred for development.
| PARAMETER | $L_1$ | $L_2$ |
|---|---|---|
| Man-year needed for development | LOC/1000 | LOC/1000 |
| Development cost | Rs. 70,000 | Rs. 90,000 |
| Cost of Maintenance per year | Rs. 1,00,000 | Rs. 40,000 |
Previous 10 Questions — UGC NET Computer Science Nov 2020 (Paper II)
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Modifying the software by restructuring is called
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Which of the following UML diagrams has a static view?
Topic: UGC NET Computer Science Nov 2020 (Paper II)
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The data node and name node in HADOOP are
Topic: UGC NET Computer Science Nov 2020 (Paper II)
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Suppose you are compiling on a machine with $1$-byte chars, $2$-byte shorts, $4$-byte ints, and $8$-byte doubles, and w…
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Next 10 Questions — UGC NET Computer Science Nov 2020 (Paper II)
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A Software project was estimated at 864 Function Points. A six person team will be assigned to project consisting of a …
Topic: UGC NET Computer Science Nov 2020 (Paper II)
A complete n-ary tree is a tree in which each node has n children or no children. Let I be the number of internal nodes…
Topic: UGC NET Computer Science Nov 2020 (Paper II)
In a binary max heap containing n numbers, the smallest element can be found in ____ time.
Topic: UGC NET Computer Science Nov 2020 (Paper II)
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Topic: UGC NET Computer Science Nov 2020 (Paper II)
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Topic: UGC NET Computer Science Nov 2020 (Paper II)
Consider $L=L_1\cap L_2$ where$L_1=\{0^m1^m20^n1^n\mid m,n\ge 0\}$$L_2=\{0^m1^n2^k\mid m,n,k\ge 0\}$Then, the language …
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Let $L_1$ and $L_2$ be languages over $\Sigma=\{a,b\}$ represented by the regular expressions $(a^*+b)^*$ and $(a+b)^*$…
Topic: UGC NET Computer Science Nov 2020 (Paper II)
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Topic: UGC NET Computer Science Nov 2020 (Paper II)
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Topic: UGC NET Computer Science Nov 2020 (Paper II)
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Topic: UGC NET Computer Science Nov 2020 (Paper II)
