Let C be a binary linear code with minimum distance 2t + 1 then it can correct upto _____ bits of error. [J17P3Q64]

Explanation

A t-error correcting q-nary linear code must satisfy : [J17P3Q65]

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With respect to a loop in the transportation table, which one of the following is not correct ? [J17P3Q68]

Explanation

At which of the following stage(s), the degeneracy do not occur in transportation problem ? (m, n represents number of sources and destinations respectively) [J17P3Q69]

Explanation

Consider the following LPP : [J17P3Q70]

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For any binary (n, h) linear code with minimum distance (2t+1) [N17P3Q66]

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Which of the following is a valid reason for causing degeneracy in a transportation problem ? Here m is no. of rows and n is no. of columns in transportation table. [N17P3Q67]

Explanation

Consider the following LPP : [N17P3Q68]

Explanation

Consider the following LPP : [N17P3Q69]

Explanation