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Recent activity by vivek_mishra

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1
peter linz
Hey guys, Can you please tell me where can i find the solution of exercise questions in book "automata theory by peter linz" Thanks.
Hey guys,Can you please tell me where can i find the solution of exercise questions in book "automata theory by peter linz"Thanks.
3 answers
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JEST2020
Let G(V,E) be a simple graph. Let G’(V,E’) be a graph obtained from G such that (u,v) is an edge in G’ if (u,v) is not an edge in G. Which of the following is true? At least one of G or G’ are connected. G is necessarily disconnected. Both G and G’ are disconnected. None of the above.
Let G(V,E) be a simple graph. Let G’(V,E’) be a graph obtained from G such that (u,v) is an edge in G’ if (u,v) is not an edge in G. Which of the following is true?...
1 answer
5
Char pointer to access an int
main() { int i =300; char *ptr=&i; *++ptr=2; printf("%d",i); }
main() { int i =300; char *ptr=&i; *++ptr=2; printf("%d",i); }
3 answers
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CIL2020
#include int main( ) { int x=5, y=9; x=(x= x+y)-(y= x-y); printf("%d %d ", x, y); return 0; } A. 9 5 B. 5 14 C. 14 5 D. 5 9
#includeint main( ){int x=5, y=9;x=(x= x+y)-(y= x-y);printf("%d %d ", x, y);return 0;} A. 9 5B. 5 14C. 14 5D. 5 9
1 answer
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JEST 2020
X AND Y is an arbitrary sets, F: $X\rightarrow Y$ show that a and b are equivalent F is one-one For all set Z and function g1: $Z\rightarrow X$ and g2: $Z\rightarrow X$, if $g1 \neq g2$ implies $f \bigcirc g1 \neq f \bigcirc g2$ Where $\bigcirc$ is a fucntion composition.
X AND Y is an arbitrary sets, F: $X\rightarrow Y$ show that a and b are equivalent F is one-oneFor all set Z and function g1: $Z\rightarrow X$ and g2: $Z\rightarrow X$, ...
1 answer
9
JEST 2019
Solve the recurrence relation given as: T(n)=2T(n-2)+n; where T(2)=2 and T(1)=0 What is the solution?
Solve the recurrence relation given as: T(n)=2T(n-2)+n; where T(2)=2 and T(1)=0What is the solution?
2 answers
11
PGEE 2018
p: n is a prime number q: n mod 30 is prime number 1) p implies q 2) q implies p 3) p implies q or q implies p 4) If p implies q then q implies p
p: n is a prime numberq: n mod 30 is prime number1) p implies q2) q implies p3) p implies q or q implies p4) If p implies q then q implies p
1 answer
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Preparation
I am 3rd year CSE student, please give me suggestion about how to start gate preparation and which study material i have to choose for self study?
I am 3rd year CSE student, please give me suggestion about how to start gate preparation and which study material i have to choose for self study?