The problem is standard but the solution in JavaScript takes a lot more effort to code.
I got the solution but my answer is coming half of what is desired.
Problem Description
Reverse the bits of a 32-bit unsigned integer A.
Problem Constraints
0 <= A <= 2^32
Input Format
The first and only argument of input contains an integer A.
Output Format
Return a single unsigned integer denoting minimum xor value.
Example Input
Input 1:
0
Input 2:
3
Example Output
Output 1:
0
Output 2:
3221225472
My solution
function modulo(a, b) {
return a - Math.floor(a/b)*b;
}
function ToUint32(x) {
return modulo(parseInt(x), Math.pow(2, 32));
}
function revereBits(A){
A = A.toString(2);
while (A.length < 31){
A = "0"+A;
}
var reverse = 0;
var NO_OF_BITS = A.length;
for(var i = NO_OF_BITS; i >= 1; i--){
var temp = (parseInt(A, 2) & (1 << i - 1));
if(temp){
reverse |= 1 << (NO_OF_BITS - i);
}
}
if( reverse << 1 < 0 ) reverse = ToUint32(reverse << 1);
return reverse;
}
Now, in the line
if( reverse << 1 < 0 ) reverse = ToUint32(reverse << 1);
You see that I have to double the answer. I cannot, however, get the part of why is this required.
I took the approach from https://www.geeksforgeeks.org/write-an-efficient-c-program-to-reverse-bits-of-a-number/
Had to make few adjustments to it. For example, run the loop from 31 to 1 rather than 0 to 31. The latter gives negative values in first left shift operation for i = 0 itself.
Can someone please help in fixing this solution and point to the problem in this?
UPDATE - Problem is related to Bit manipulation. So guys, please don't answer or comment for anything consisting of in-built string functions of Javascript. Cheers!
.reverse()on that, join it back together, and then pass it toparseInt(A, 2).parseInt(a.toString(2).padStart(32, 0).split('').reverse().join(''), 2)ToUint32is there as an extra function. But my concern is the last part where I have to do one extra left shift. (reverse << 1). It's bugging me