This Combine all questions from Made Easy booklet

Recent questions tagged made-easy-booklet

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How can we solve this recurrance relation using master's theorem? T(n)=2 * T (n/2) + nlogn
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Consider the problem that given a set Sof n integers and another integer x, whether or not there exist two elements in S whose sum is exactly x. What is the worst ... in dynamic programming? Then complexity should be O(n^2).How O(n logn)?
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As we have to select maximal set of “non overlapping” activities. So like job scheduling algo of greedy we can solve it. So according to that complexity must be O(n logn). But ans is (b). Anyone please explain.
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Here clr is active low that means 0 then it will clear to 0. Then (Q2.Q0)' =0 or Q2=1 and Q0=1 then clr works. Then it will contain only 1 state. Right?? But answer is different.
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According to me answer is 2.Is it right? Suggestion is needed how to approach this if it is given in more complexity.
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How many decade counters are necessary to implement a divide by 100 counter and divide by 10000 counter?
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346
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In a certain base 137 + 254 = 402 then What is the sum of 342 + 562 in that base?
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A man wrote all the natural numbers starting from 1 in a series. What will be the 50th digit of the number?a) 1 c) 2b) 3 d) 4
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How many factors ofN=12^12×14^14×15^15are multiple ofK=12^10×14^10×15^10 ?
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Set A is formed by selecting some of the numbers from the first 100 natural numbers such that the HCF of any two numbers in the set A is 5 , what is the maximum number elements that set A can have?
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If 1/n + 1 < 1/n+1 + 1 / n + 2 + 1/ n + 3 < ; then n ?a) 9 c) 11b) 10 d) 12
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Find the remainder of (5)^100/7 ?
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I have to spend 1/10 of my income on house rent, 1/10 of remainder on conveyance 1/3 of further remainder on children's education after which I have ₹ 648 left over. What is my income?
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Given data 10111100 Then P1, P2, P4, Pg parity bits that are attached to data to form codeword are Why they are taking parity bits from LHS in below ... we take parity bits in LHS AND RHS we get different result please anyone clarify it
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Suppose we have a directed graph G = (V,E) with V= {1, 2, ..., n} and Eis presented as an adjacency list. For each vertex u in V, out(u) is a list such that (u, v) in {1, 2, ... k) ... (u), u in V?T(n) =O(n+m) B. T(n)= O(n(m+n))
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what they want to tell and it is true or false?
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You are given an array of elements where each array element represents the MAXIMUM number of jumps that can be made in the forward direction from that element. Now, ... is the minimum number of jumps required to reach the end of the array?
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Which of the following statement(s) is/are true?(a) Quicksort and merge sort are both examples of divide and conquer algorithms.(b) If we randomly choose a pivot ... worst case complexity $O(n log n)$.plese give answer and explain it why ?
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Numerical Answer Type Que?(please Try to give some ahortcut trick also or important concept is there to solve that question )
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pls give all possible sequences possible for prims algo
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Pipelined operation is interrupted whenever two operations, being attempted in parallel need same hardware component. Such a conflict can occur if _____. (a)The execution phase of ... at the same time (d)All of the above (e)None of these
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The function f(A,B,C,D)=Ʃ(3,4,5,7,9,13,14,15) is realized with the following digital logic block circuit. Each digital logic block is implemented with minimum number of 2 input NAND gates. The number of NAND gates required are ___?