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Home/ Questions/Q 986985
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Editorial Team
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Editorial Team
Asked: May 16, 20262026-05-16T05:24:25+00:00 2026-05-16T05:24:25+00:00

Why does the below code prints 2147483647, the actual value being 2147483648? i =

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Why does the below code prints 2147483647, the actual value being 2147483648?

    i = (int)Math.pow(2,31) ;
    System.out.println(i);

I understand that the max positive value that a int can hold is 2147483647. Then why does a code like this auto wraps to the negative side and prints -2147483648?

i = (int)Math.pow(2,31) +1 ;
System.out.println(i);

i is of type Integer. If the second code sample (addition of two integers) can wrap to the negative side if the result goes out of the positive range,why can’t the first sample wrap?
Also ,

i = 2147483648 +1 ;
System.out.println(i);

which is very similar to the second code sample throws compile error saying the first literal is out of integer range?
My question is , as per the second code sample why can’t the first and third sample auto wrap to the other side?

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  1. Editorial Team
    Editorial Team
    2026-05-16T05:24:26+00:00Added an answer on May 16, 2026 at 5:24 am

    For the first code sample, the result is narrowed from a double to an int. the JLS 5.1.3 describes how narrowing conversions for doubles to ints are performed.

    The relevant part is:

    The value must be too large (a
    positive value of large magnitude or
    positive infinity), and the result of
    the first step is the largest
    representable value of type int or
    long.

    This is why 2^31 (2147483648) is reduced to Integer.MAX_VALUE (2147483647). The same is true for

    i = (int)(Math.pow(2,31)+100.0) ;  // addition note the parentheses
    

    and

    i = (int)10000000000.0d;   // == 2147483647
    

    When the addition is done without parentheses, as in your second example, we are then dealing with integer addition. Integral types use 2’s complement to represent values. Under this scheme adding 1 to

     0x7FFFFFFF   (2147483647)
    

    gives

     0x80000000
    

    Which is 2’s complement for -2147483648. Some languages perform overflow checking for arithmetic operations (e.g. Ada will throw an exception). Java, with it’s C heritage does not check for overflow. CPUs typically set an overflow flag when an arithmetic operation overflows or underflows. Language runtimes can check this flag, although this introduces additional overhead, which some feel is unnecessary.

    The third example doesn’t compile since the compiler checks literal values against the range of their type, and gives a compiler error for values out of range. See JLS 3.10.1 – Integer Literals.

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