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State True/False1) DCFL supports prefix property2)DCFL with Prefix property is LR(0) grammar
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In state elimination method we have a rule that there sould not be any incoming edge on initial state and no outgoing edge should be there from final state , ... loop on initial state then do we have to take self loop as incoming edge
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Please prove the following:The function $f(x)= e^x$ from the set of real numbers to the set of real numbers is not invertible.But if the $co-domain$ is restricted to the set of positive real numbers, the resulting function is $invertible$.
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A simple non directed graph contains 21 edges, 3 vertices of degree 4 and the other vertices are of degree 2. then the number of vertices in the graph is ?
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Tick is correct answer but how do we know which way to take common because it affect the language , is regular expression written in red is correct ?
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Which one is Regular?1)$L_{1}=\left \{ a^{x}b^{y}c^{z} | \left ( x=y\vee y=z \right ) \wedge x+y+z\leq 100\right \}$2)$L_{2}=\left \{ a^{x}b^{y}c^{z} | \left ( x=y\vee y=z \right ) \wedge x+y+z\geq 100\right \}$
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In any CNF grammar G, how many nodes will all parse trees for terminal string of length n>0 generated by G have?a) 2n-1b) 3n-1c) 2n+1d) 3n+1
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State and Explain True/False1) If the priority queue in Dijkstra's algorithm is implemented using a sorted linked list (where the list is kept sorted after each priority ... to a given vertex $v\epsilon T$ using DFS takes O(log n) time
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a subcube of 2^m cell is possible if and only if ,in that subcube for every cell m number of cells must be adjacent cell .please explain what is adjacent cell, here ????
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The number of linearly independent eigen vectors of a scalar matrix of order ‘ n ‘ is / are(A)1(B)2(C)n-1(D)n
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#include <stdio.h> int main(void) { int i = 0; char ch; while(1) { ch= *("hello world" + i); if(ch == '\0') break; putchar(ch); i++; } return 0; }What does ch= *("hello world" + i); do?
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how ϕ U a* = a* i have confusion
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(i) What is Load/Store?(ii) Explain fetch-and-set.is there any relation between these two or any basis of comparision?
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Assume there are 100 nodes are connected to a 1000 meter length of the coaxial cable. Using some protocol, each node can transmit 50 frames/second, where the average ... place)I got .125 but given is 12.5%?Please check which is correct?
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an anybody solve this find the no of rearranGements of letter of the word benevolent that ends with L?
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answer given is option A.
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Consider a relation R(A,B,C) with the following functional dependency AC→B .A can take 200 distinct values, B can take 100 distinct values and C can take 1000 ... What is the maximum and minimum possible tuples of the self join of R on C?
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Which would be the best way to start Computer networks? By video tutorial or book??
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