FLOOT techniques include:
Black-box testing. |
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Boundary-value testing. |
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White box testing. |
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All of the above. |
FLOOT techniques include: Black-box testing. Boundary-value testing. White box testing. All of the above.
19. Select the correct answer. Nick is testing his software by using test cases and boundary cases. Which testing type is he using? test-boundary testing test cases testing integration testing boundary testing black-box testing 20. Select the correct answer A boundary case belongs to which testing typei? unit testing "white-box" testing "white-unit" testing "black-box" testing integration testing
Define black box and white box testing. What are the advantages of each approach? Why are both necessary? Why Is it Important to be able to partition the test space into equivalence classes? For the following code fragment, describe 3 different test cases, and for each, describe the class of test cases It represents. The below code might or might not have any issue(s) public String print Triangle Type (Int x, y, z) {I* requires: The parameters are in ascending...
5) Box 1 contains w white balls and b black balls. Box 2 contains w white balls and b black balls. We take one ball from Box 1 and place it into Box 2. Then we take a ball from Box 2 and place it into Box 1. Finally we take a ball from Box 1. Compute the probability that this ball is black 6) Assume that we have n boxes and each one of them contains k white balls...
5) Box 1 contains w white balls and b black balls. Box 2 contais white balls and b2 black balls. We take one ball from Box 1 and place it into Box 2. Then we take a ball from Box 2 and place it into Box 1. Finally we take a ball from Box 1. Compute the probability that this ball is black.
5) Box 1 contains wi white balls and bi black balls. Box 2 contains w2 white balls and b2 black balls. We take one ball from Box 1 and place it into Box 2. Then we take a ball from Box 2 and place it into Box 1. Finally we take a ball from Box 1. Compute the probability that this ball is black.
There are 3 black and 4 white balls in a box. One ball is taken out at random. If it is black, then two white balls are put back in the box. If it is white, then one black ball is put back in the box. After that procedure another ball is taken out of the box. What is the probability that the first ball taken was white is the second ball taken was white?
If white balls have a mass of 5.0 grams and black balls have a mass of 2.0 grams, in a box containing white and black balls with 23 of the balls being white, what is the average mass of a single ball in this box?
We have two sealed boxes. In the first box we have 125 white and 75 black marbles. The second box contains 60 white and 90 black marbles. You pick a marble randomly from a box. For any given pick, the probability of picking from Box 1, P(B1) = 0.5. (a) What is the probability that the marble drawn is black? (b) The marble picked turns out to be black. What is the probability that it is picked out of Box...
State and clarify one strength and one limitation of three of the following software testing techniques: • Equivalence partitioning • Boundary value analysis • Random testing • Statement testing • DU Pairs testing • Strong mutation testing
3. A box contains 4 white and 4 black discs. A trial consists of selecting four discs from the box. If two are white and two are black then we stop. Otherwise, we replace the discs in the box, and repeat. This continues until exactly two of the four discs are white. Let X be the number of trials. Find the probability that X is equal to n, where n is in the set of natural numbers.