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4 answers
1
GATE2014 AG: GA-9
$X$ is $1$ km northeast of $Y$. $Y$ is $1$ km southeast of $Z$. $W$ is $1$ km west of $Z$. $P$ is $1$ km south of $W$. $Q$ is $1$ km east of $P$. What is the distance between $X$ and $Q$ in km? $1$ $\sqrt{2}$ $\sqrt{3}$ $2$
$X$ is $1$ km northeast of $Y$. $Y$ is $1$ km southeast of $Z$. $W$ is $1$ km west of $Z$. $P$ is $1$ km south of $W$. $Q$ is $1$ km east of $P$. What is the distance bet...
2 answers
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GO Classes 2023 | IIITH Mock Test 1 | Question: 11
Suppose that a MST of the following edge-weighted graph contains the edges with weights $x, y$, and $z$. What will be the maximum value of $x+y+z?$ $200$ $250$ $300$ $350$
Suppose that a MST of the following edge-weighted graph contains the edges with weights $x, y$, and $z$.What will be the maximum value of $x+y+z?$$200$$250$$300$$350$
1 answer
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GO Classes 2023 | IIITH Mock Test 1 | Question: 34
The possible number of Boolean function of 3 variables $X, Y$ and $Z$ such that $f(X, Y, Z)=f\left(X^{\prime}, Y^{\prime}, Z^{\prime}\right)$ $8$ $16$ $64$ $32$
The possible number of Boolean function of 3 variables $X, Y$ and $Z$ such that $f(X, Y, Z)=f\left(X^{\prime}, Y^{\prime}, Z^{\prime}\right)$$8$$16$$64$$32$
2 answers
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GO Classes 2023 | IIITH Mock Test 1 | Question: 2
Given a set of values $\text{R} = \{1,2,3,4,5,6,7\}.$ The number of relations on this set which are both partial-order and equivalence relation is? $128$ $1$ $0$ $2^{42}$
Given a set of values $\text{R} = \{1,2,3,4,5,6,7\}.$ The number of relations on this set which are both partial-order and equivalence relation is?$128$$1$$0$$2^{42}$
7 answers
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GATE IT 2008 | Question: 4
What is the size of the smallest $\textsf{MIS}$ (Maximal Independent Set) of a chain of nine nodes? $5$ $4$ $3$ $2$
What is the size of the smallest $\textsf{MIS}$ (Maximal Independent Set) of a chain of nine nodes?$5$$4$$3$$2$