Aspire Faculty ID #19278 · Topic: UGC NET Computer Science June 2019 (Paper II) · Just now
UGC NET Computer Science June 2019 (Paper II)

Software validation mainly checks for inconsistencies between:

Solution

Software validation checks whether the software specification actually satisfies the user's real requirements.

It answers the question:

Are we building the right product?

So, validation mainly checks inconsistencies between detailed specifications and user requirements.

Previous 10 Questions — UGC NET Computer Science June 2019 (Paper II)

Nearest first

Next 10 Questions — UGC NET Computer Science June 2019 (Paper II)

Ascending by ID
1
Match List-I with List-II: List-I List-II (a) Prim's al…
Topic: UGC NET Computer Science June 2019 (Paper II)
2
There are many sorting algorithms based on comparison. The running time of heapsort algorithm is $O(n\lg n)$. Like $P$,…
Topic: UGC NET Computer Science June 2019 (Paper II)
3
Consider the Euler's phi function given by $\phi(n)=n\prod\left(1-\dfrac{1}{p}\right)$ where $p$ runs over all the prim…
Topic: UGC NET Computer Science June 2019 (Paper II)
4
Which of the following is best running time to sort $n$ integers in the range $0$ to $n^2-1$?
Topic: UGC NET Computer Science June 2019 (Paper II)
5
Which of the following is application of depth-first search?
Topic: UGC NET Computer Science June 2019 (Paper II)
6
Consider double hashing of the form $h(k,i)=(h_1(k)+ih_2(k))\ \text{mod}\ m$ where $h_1(k)=k\ \text{mod}\ m$ $h_2(k)=1+…
Topic: UGC NET Computer Science June 2019 (Paper II)
7
Consider the complexity class $CO-NP$ as the set of languages $L$ such that $\overline{L}\in NP$, and the following two…
Topic: UGC NET Computer Science June 2019 (Paper II)
8
Consider the following steps: $S_1$: Characterize the structure of an optimal solution $S_2$: Compute the value of an o…
Topic: UGC NET Computer Science June 2019 (Paper II)
9
Consider the following properties with respect to a flow network $G=(V,E)$ in which a flow is a real-valued function $f…
Topic: UGC NET Computer Science June 2019 (Paper II)
10
Consider the following statements: $S_1$: For any integer $n>1$, $a^{\phi(n)}\equiv 1\ (\text{mod }n)$ for all $a\in…
Topic: UGC NET Computer Science June 2019 (Paper II)
Ask Your Question or Put Your Review.

loading...