Related InterviewSolutions

• In base 26, multiplication of YES by NO gives -(a) THWOE(b) MPAHT(c) MPJNS(d) THWAE
• Dividing (11001001) by (100111) gives remainder -(a) 11(b) 111(c) 101(d) 110
• The Index of Coincidence for English language is approximately(a) 0.068(b) 0.038(c) 0.065(d) 0.048
• If all letters have the same chance of being chosen, the IC is approximately(a) 0.065(b) 0.035(c) 0.048(d) 0.038
• Reduce the following big-O natations:O[ en + an10] =(a) O[ an^10 ](b) O[ n^10 ].(c) O[ e^n ].(d) O[ e^n + n^10 ].
• Reduce the following big-O natations:O[ ax7 + 3 x3 + sin(x)] =(a) O[ax^7](b) O[sin(x)].(c) O[x^7].(d) O[x^7 + x^3].
• Divide (HAPPY)26 by (SAD)26. We get quotient -(a) KD(b) LD(c) JC(d) MC
• Division of (131B6C3) base 16 by (lA2F) base 16 yeilds -(a) 1AD(b) DAD(c) BAD(d) 9AD
• The estimated computations required to crack a password of 6 characters from the 26 letter alphabet is-(a) 308915776(b) 11881376(c) 456976(d) 8031810176
• The time required to convert a k-bit integer to its representation in the base 10 in terms of big-O notation is(a) O(log2 n)(b) O(log n)(c) O(log2 2n)(d) O(2log n)