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Questions by Desert_Warrior

0 votes
1 answer
21
Aptitude \ Reasoning
0 votes
1 answer
22
Apti \ Logical Reasoning
0 votes
1 answer
23
C programming
void main( ) { int a=3,b=1; if( b>a, a>b) printf(“%d”,--b); else printf(“%d”, a++); } "Two things are infinite: the universe and human stupidity; and I'm not sure about the universe."
void main( ) { int a=3,b=1; if( b>a, a>b) printf(“%d”, b); else printf(“%d”, a++); }"Two things are infinite: the universe and human stupidity; an...
0 votes
1 answer
24
C programming
void main( ) { int a=0,b=2; if(a++, b--, --b) printf(“%d %d”, a, b); else printf(“%d %d”, b, a); } "In the middle of difficulty lies opportunity."
void main( ) { int a=0,b=2; if(a++, b , b) printf(“%d %d”, a, b); else printf(“%d %d”, b, a); }"In the middle of difficulty lies opportunity."
0 votes
2 answers
25
Gen Aptitude \ ratio and proportion
Ratio of land and water on "earth is 1 : 2. In northern hemisphere, the ratio is 2 : 3. What is the ratio in Southern hemisphere. A] 2:11 B] 4:11 C] 3:11 D] 5:11
Ratio of land and water on "earth is 1 : 2. In northern hemisphere, the ratio is 2 : 3. What is the ratio in Southern hemisphere.A] 2:11B] 4:11C] 3:11D] 5:11
0 votes
1 answer
26
Aptitude
Two men start together to walk to a certain destination, one at 3 kmph and another at 3.75 kmph. The latter arrives half an hour before the former. What is the distance? A) 6km B) 7.5km C) 8km D) 9.5km
Two men start together to walk to a certain destination, one at 3 kmph andanother at 3.75 kmph. The latter arrives half an hour before the former. Whatis the distance?A) ...
1 votes
1 answer
27
C programming\ basics
int main() { char boolean[][6]={"TRUE","FALSE"}; printf("%s",boolean[(unsigned int)-1 == ~0]); }
int main() { char boolean[][6]={"TRUE","FALSE"}; printf("%s",boolean[(unsigned int)-1 == ~0]); }
0 votes
1 answer
28
C programming
void main( ){ int i='4'; switch(4){ case 4: printf(“4”); break; case -4: printf(“-4”); break; case default : printf(“D”); } } 1) 4 2) -4 3) D 4) Error
void main( ){ int i='4'; switch(4){ case 4: printf(“4”); break; case -4: printf(“-4”); break; case default : printf(“D”); } }1) 4 ...
0 votes
1 answer
29
C programming \ operator precedence
0 votes
2 answers
30
Algorithms \ Hashing
0 votes
1 answer
31
C \ predict the output
6 votes
5 answers
32
ISRO2009-70
A locked database file can be Accessed by only one user Modified by users with the correct password Used to hide sensitive information Updated by more than one user
A locked database file can beAccessed by only one userModified by users with the correct passwordUsed to hide sensitive informationUpdated by more than one user
10 votes
2 answers
33
ISRO2009-63
$\begin{vmatrix} 265 && 240 && 219 \\ 240 && 225 && 198 \\ 219 && 198 && 181 \\ \end{vmatrix} = $ $779$ $679$ $0$ $256$
$\begin{vmatrix} 265 && 240 && 219 \\ 240 && 225 && 198 \\ 219 && 198 && 181 \\ \end{vmatrix} = $$779$$679$$0$$256$
8 votes
1 answer
35
ISRO2009-44
A root $\alpha$ of equation $f(x)=0$ can be computed to any degree of accuracy if a 'good' initial approximation $x_0$ is chosen for which $f(x_0) > 0$ $f (x_0) f''(x_0) > 0$ $f(x_0) f'' (x_0) < 0$ $f''(x_0) >0$
A root $\alpha$ of equation $f(x)=0$ can be computed to any degree of accuracy if a 'good' initial approximation $x_0$ is chosen for which$f(x_0) 0$$f (x_0) f''(x_0) 0$...
6 votes
1 answer
36
ISRO2009-43
Substitution of values for names (whose values are constants) is done in Local optimization Loop optimization Constant folding Strength reduction
Substitution of values for names (whose values are constants) is done inLocal optimizationLoop optimizationConstant foldingStrength reduction
8 votes
3 answers
37
ISRO2009-40 , GATE2008-IT_42
The two numbers given below are multiplied using the Booth's algorithm Multiplicand $: 0101\; 1010 \;1110 \;1110$ Multiplier $: 0111\; 0111\; 1011\; 1101$ How many additions/subtractions are required for the multiplication of the above two numbers? $6$ $8$ $10$ $12$
The two numbers given below are multiplied using the Booth's algorithmMultiplicand $: 0101\; 1010 \;1110 \;1110$Multiplier $: 0111\; 0111\; 1011\; 1101$How many additions...
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