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2
Minimum number of NAND Gates
Minimum number of NAND Gates for the functions F = AC’ + ACE + ACE’ + A’CD’ + A’D’E’ F = (B’ + D’)(A’+C’+D)(A+B’+C’+D)(A’+B+C’+D’)
Minimum number of NAND Gates for the functionsF = AC’ + ACE + ACE’ + A’CD’ + A’D’E’ F = (B’ + D’)(A’+C’+D)(A+B’+C’+D)(A’+B+C’+D’)
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Central limit theorem
(Central Limit Theorem) Let X1, X2, . . . , X81 be i.i.d., each with expected value µ = E(Xi) = 5, and variance σ2 = Var(Xi) = 4. Approximate P(X1 + X2 +· · · X81 > 369), using the central limit theorem.
(Central Limit Theorem)Let X1, X2, . . . , X81 be i.i.d., each with expected value µ = E(Xi) = 5, and variance σ2 = Var(Xi) = 4.Approximate P(X1 + X2 +· · · X81 369...
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Probability mass function
Suppose that the cdf of X is given by: F(a) ={ 0 for a < 0 1/5 for 0 ≤ a < 2 2/5 for 2 ≤ a < 4 1 for a ≥ 4. } Determine the pmf of X.
Suppose that the cdf of X is given by:F(a) ={0 for a < 01/5 for 0 ≤ a < 22/5 for 2 ≤ a < 41 for a ≥ 4.}Determine the pmf of X.
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Probability density function
Let R be the rate at which customers are served in a queue. Suppose that R is exponential with pdf f(r) = 2e^(−2r) on [0, ∞). Find the pdf of the waiting time per customer T = 1/R.
Let R be the rate at which customers are served in a queue. Suppose that R isexponential with pdf f(r) = 2e^(−2r) on [0, ∞).Find the pdf of the waiting time per custo...
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B+ Tree Records
1 answer
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MadeEasy Test Series: Set Thoery & Algebra - Partial Order
Let Q denote the set of rational numbers and S = {x | x belongs N ; N; x>=10} Consider the Following POSETs I. (Q ∩ [0, 1], ≤) II. (S, ≤) Which of the above POSETs are well ordered?
Let Q denote the set of rational numbers and S = {x | x belongs N ; N; x>=10}Consider the Following POSETsI. (Q ∩ [0, 1], ≤)II. (S, ≤)Which of the above POSETs are ...
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made easy
Consider the following C program: Which of the following represents output of above C program? A)1, 0 B)2, 0 C)1, 1 D)2, 1
Consider the following C program: Which of the following represents output of above C program?A)1, 0B)2, 0C)1, 1D)2, 1
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Ace Test Series: Compiler - Parser Conflicts
Consider the following CFG. S → aSa|bSb|a|b Number of conflicts in LR(0) State Diagram? 2 8 10 4
Consider the following CFG.S → aSa|bSb|a|bNumber of conflicts in LR(0) State Diagram?28104
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Ace Test Series: Graph Theory - Cut Edges
If G is a connected simple graph with 10 vertices in which degree of every vertex is 2 then number of cut edges in G is ?
If G is a connected simple graph with 10 vertices in which degree of every vertex is 2 then number of cut edges in G is ?