TI Question Paper - I
Posted by Subash | 4:50 PM
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Again it is too compiled from a group of text file. So maximum number of circuit questions with "ASCII circuit diagram" are not presented here.
Analog
Digital
Analog
- Cube each side has r units resistence then the resistence across diagonal of cube
- y=kx^2. This is transfer function of a block with i/p x & o/p y.if i/p is sum of a & b then o/p is :--
a. AM b.FM c. PM - find equivalent C.
-------------------
| |
C1 c2
|-----c3-----|
| |
C1 C2
|-----C3-----|
| |
C1 C2
| |
------------------- - one question on Switch closed at t=0 find v at C a t
------R1--------------switch-----
| | |
| R1 |
V | C
| | |
--------------------------------- |----Res---|
| |
in----Res----+--Inv-----+--- out
CMOS
What is the given circuit
a) Latch b)Amplifier c)Schmitt trigger. d)o Vdd
|
--------+
| |
B |C |
o------- Tr NPN |
|E |-------------o
| |
| B |C
+------ Tr NPN
|E
|
o---------------+-------------o
the gain of the circuit is
a) beta^2 b)beta + 1 c) (beta+1)^2 d)Function of C in the circuit below is
a) Improve switching b)dc coupling c) ac coupling d) None
o
C |
+------||--+ |
| | |C
o------+----Res---+------Tr NPN
|E
|
_|_
__
Digital
- With 2 i/p AND gates u have to form a 8 i/p AND; Give the fastest Implementation possible
- With howmany 2:1 MUX u can for 8:1 MUX. answer is 7.
- There are n states then ffs used are ?? Ans: log n.
- universal gates can impliment.
a. Digital ckts.
b. Digital logic
c all digital and analog ckts.
d. only combinational ckts. if a 5-stage pipe-line is flushed and then we have to execute 5 and 12
instructions respectively then no. of cycles will be
a. 5 and 12
b. 6 and 13
c. 9 and 16
d.none- nand gate is
a) associative &cumulative b)cumulative but not
associative
c)not cumulative but associative d)not cumultive
and associative
ANS. b - which imp has les delay
a) (a xor b) xor (c xor d)
b) (((a xor b) xor c) xor d) - 3 dffs was given with common clk; setup time 3ns; hold time 1ns; clk to q delay 2ns; find the maximum frequency of operation
Minimize the K-map
A'B' A'B AB AB'
\_________________
c'| 1 X 0 1 |
|----------------|
c| 1 X 0 1 |
|----------------|
a) A'B' b) A'+B' c)B' d)A'+B'+C'
- CHAR A[10][15] AND INT B[10][15] IS DEFINED
WHAT'S THE ADDRESS OF A[3][4] AND B[3][4]
IF ADDRESS OD A IS OX1000 AND B IS 0X2000
A. 0X1030 AND 0X20C3
B. OX1031 AND OX20C4
AND SOME OTHERS.. int f(int *a)
{
int b=5;
a=&b;
}
main()
{
int i;
printf("\n %d",i);
f(&i);
printf("\n %d",i);
}
what's the output .
1.10,5
2,10,10
c.5,5
d. nonemain()
{
int i;
fork();
fork();
fork();
printf("----");
}
how many times the printf will be executed .
a.3
b. 6
c.5void f(int i)
{
int j;
for (j=0;j<16;j++)
{
if (i & (0x8000>>j))
printf("1");
else
printf("0");
}
}
what's the purpose of the program
a. its output is hex representation of i
b. bcd
c. binary#define f(a,b) a+b
#define g(a,b) a*b
main()
{
int m;
m=2*f(3,g(4,5));
printf("\n m is %d",m);
}
what's the value of m
a.70
b.50
c.26main()
{
char a[10];
strcpy(a,"\0");
if (a==NULL)
printf("\a is null");
else
printf("\n a is not null");}
what happens with it .
a. compile time error.
b. run-time error.
c. a is nullchar a[5]="hello"
a. in array we can't do the operation .
b. size of a is too large
c. size of a is too smalllocal variables can be store by compiler
a. in register or heap
b. in register or stack
c .in stack or heap .global variable conflicts due to multiple file occurance
is resolved during
a. compile-time
b. run-time
c. link-timetwo program is given of factorial.
one with recursion and one without recursion .
question was which program won't run for very big no. input because of
stack overfow .
a. i only (ans.)
b. ii only
c. i& ii both .struct a
{
int a;
char b;
int c;
}
union b
{
char a;
int b;
int c;
};
which is correct .
a. size of a is always diff. form size of b.(ans.)
b. size of a is always same form size of b.
c. we can't say anything because of not-homogeneous (not in ordered)
d. size of a can be same if ...
c. none
d. load-time
d. global memory.
d. nothing wrong with it .
d. a is not null.
d. 69
d. decimal
d. 8IF the rate of removal of elements in a queue containing N elements is
proportional to the no of elements already existing in the queue at that
instant then the no. of elements----
a)decrease linearly b)Exponetialy decrease b) Logarithmcally