Related Questions

Gzip (short for GNU zip) generates compressed files that have a _________ extension.
Five delegates P, Q, R, S and T are forwarding their files to one another. P sends his file to Q, S and T, T sends his files to R while P and R exchange their files with each other. Q sends his file to S who sends his files to T. If P has to forward his files to R, then in how many ways P can forward files to R?
Each of A, B, C and D are working on number of files. The ratio of files with B and D is 8 ∶ 13. The ratio of files with A and B is 3 ∶ 4. The ratio of files with B and C is 6 ∶ 7. Which of the following cannot be total number of files with A and D together?
Which one of the following extension is provided by gzip to the compressed filename?
zip and unzip can perform each and every function that is performed by gzip, gunzip and tar.
Which command is used for unzipping files which are compressed using zip command?
In a code language, ‘7 2 9’ means ‘maggie sip toffee’. ‘8 5 9’ means ‘toffee zip chew’ & ‘1 9 2 6 7’ means ‘sip maggie and toffee chew’. What is the possible code for ‘zip’?
With reference to technologies for solar power production, consider the following statements: 1. 'Photovoltaics' is a technology that generates electricity by direct conversion of light into electricity, while 'Solar Thermal' is a technology that utilizes the Sun's rays to generate heat which is further used in the electricity generation process. 2. Photovoltaics generates Alternating Current (AC), while Solar Thermal generates Direct Current (DC). 3. India has a manufacturing base for Solar Thermal technology, but not for Photovoltaics. Which of the statements given above is/are correct?
What is linear_congruential_engine? for some w using Mersenne Twister algorithm b) Pseudo-random number engine that generates random unsigned integers c) Pseudo-random number engine that generates random unsigned integers in the range for some w using lagged Fibonacci generator d) Pseudo-random number engine that generates random signed integers in the range for some w using Mersenne Twister algorithm
Three statements are given, followed by four conclusions numbered I, II, III and IV. Assuming the statements to be true, even if they seem to be at variance with commonly known facts, decide which of the conclusions logically follow(s) from the statements. Statements: All books are pens. All pens are erasers. All erasers are files. Conclusions: I. All pens are files. II. All pens are books. III. All files are books. IV. All files are pens.