(a) Given the following code segment:
int x = 10;
int y = 5;
int z = x++ + --y - x / y % 2;
What are the final values of x
, y
, and z
after executing this code? Show the step-by-step evaluation of the expression.
(b) Explain the result obtained for z
in the previous code segment, and list the operators used in the expression with their associativity and precedence.
(a) Evaluating the expression step-by-step:
Initialize variable x
with value 10
.
Initialize variable y
with value 5
.
Evaluate x++
:
x
is incremented after its value is used in the expression, so its original value 10
is used.x
becomes 11
.Evaluate --y
:
y
is decremented before its value is used in the expression, so its original value 5
is decremented to 4
.y
becomes 4
.Evaluate x / y
:
x
(which is now 11
) by the value of y
(which is 4
).2
.Evaluate x / y % 2
:
/
has left-to-right associativity.11 / 4
equals 2
.%
: 2 % 2
equals 0
.Evaluate x++ + --y - (x / y % 2)
:
10 + 4 - 0
.10 + 4
equals 14
.14 - 0
equals 14
.Assign the value 14
to variable z
.
Therefore, the final values of x
, y
, and z
are:
x
is 11
y
is 4
z
is 14
(b) Explanation of z
result and operators used:
The expression x++ + --y - x / y % 2
results in z
being assigned the value 14
. Here's the breakdown:
x++
uses the post-increment operator on x
, which increments it after the value is used. In this case, it evaluates to the original value of x
(i.e., 10
) and then increments x
to 11
.--y
uses the pre-decrement operator on y
, which decrements it before the value is used. In this case, it evaluates to the decremented value of y
(i.e., 4
).x / y
performs integer division of x
by y
, resulting in the value 2
.x / y % 2
applies the modulo operator %
on the result of the division, resulting in 0
.Hence, the final expression x++ + --y - x / y % 2
can be simplified as 10 + 4 - 0
, which equals 14
.
Operators used in the expression with their associativity and precedence:
++
) and pre-decrement (--
) operators have the highest precedence and right-to-left associativity./
) and modulo (%
) operators have left-to-right associativity and equal precedence.+
) and subtraction (-
) operators have left-to-right associativity and lower precedence than division and modulo.