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Questions with numerical answers and no options. No negative marks for these questions.
Recent questions tagged numerical-answers
3
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1
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691
GO Classes Test Series 2024 | Discrete Mathematics | Test 4 | Question: 24
Let $n \in \mathbf{N}$ be a natural number, an ordered set of positive integers $(\lambda_{1}, \dots , \lambda_{k})$ such that $\lambda_{1} + \dots + \lambda_{k} = n$ is called a composition for $n \in \mathbf{N}.$ These ... $(3), (2, 1),(1, 2),(1, 1, 1).$ The number of possible compositions for $n = 10$ is ________
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692
GO Classes Test Series 2024 | Discrete Mathematics | Test 4 | Question: 25
The score of a bit string is defined to be the number of $1$'s in that string. For example, the score of $1011$ is $3,$ the score of $01010$ is $2,$ the score of $00$ is $0.$ We want bit strings which ... string must start and end with the symbol $1.$ No two $0$'s are consecutive. How many such bit strings do we have?
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693
GO Classes Weekly Quiz 2 | Programming in C | Propositional Logic | Question: 1
What is the last digit in the decimal representation of $7^{19522}$?
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May 2, 2022
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2
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694
GO Classes Weekly Quiz 2 | Programming in C | Propositional Logic | Question: 4
How many rows appear in a truth table for this compound proposition? $p \rightarrow \neg p$
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4
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695
GO Classes Weekly Quiz 2 | Programming in C | Propositional Logic | Question: 5
How many rows appear in a truth table for this compound proposition? $(p \wedge r \wedge t) \leftrightarrow (q \wedge t)$
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3
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696
GO Classes Weekly Quiz 1 | General Aptitude | Question: 2
Compute the remainder of $3^{64}$ in the division by $67.$
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May 1, 2022
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697
GO Classes Weekly Quiz 1 | General Aptitude | Question: 3
Compute $2^{32} \; \mod \; 37$
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2
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698
GO Classes Weekly Quiz 1 | General Aptitude | Question: 4
Find $d=\gcd(119,272).$
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699
GO Classes Weekly Quiz 1 | General Aptitude | Question: 11
What is the remainder of $62831853$ modulo $11$?
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3
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700
GO Classes Test Series 2024 | Programming | Test 3 | Question: 15
If the $32$-bit number given below is stored in little-endian at address $1000,$ what is the value of the byte at address $1002?$ Answer in decimal. $0001\; 0010 \;0011\; 0100\; 0101\; 0110\; 0111\; 1000$ This number is the same as $12345678$ in hexadecimal.
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Apr 30, 2022
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2
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1
answer
701
GO Classes Test Series 2024 | Programming | Test 3 | Question: 16
What will be printed by the following program? #include<stdio.h> int func(int n, int * fg) { int t, f; if (n <= 1) { *fg = 1; return 1; } t = func(n - 1, fg); f = t + *fg; *fg = t; return f; } int main() { int x = 15; printf("%d\n", func(5, &x)); }
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Apr 30, 2022
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3
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1
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702
GO Classes Test Series 2024 | Programming | Test 3 | Question: 26
What will be the output of the following C program? #include<stdio.h> int main() { static int p[] = {1, 2, 3, 0, 5, 6}; static int *q[] = {p+2, p+1, p, p+3, p+4, p+5}; static int **r[] = {q+4, q+5, q+1, q, q+2, q+3}; int ***pt; pt = r + 2; printf("%d", ***(pt+3)-**(q+1)); }
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4
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703
GO Classes Test Series 2024 | Discrete Mathematics | Test 3 | Question: 2
Let $\text{G}$ be a cyclic group with generator ‘$a$’. Order of ‘$a$’ is $29.$ The number of subgroups $\text{G}$ has __________
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Apr 27, 2022
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7
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704
GO Classes Test Series 2024 | Discrete Mathematics | Test 3 | Question: 11
What is the order of the element $a^{32}$ in the cyclic group $G = {1, a, a^{2} , \dots, a^{37}}.$ Note that $\text{G}$ is a cyclic group of order $38$ with generator $a. 1$ is the identity element.
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