Topic: bit-manipulation-problem / Level: intermediate

• 1051. Write a program to generate the binary representation of a given integer.
• 1052. Create a function that checks if a binary number has a valid representation of a date.
• 1053. Implement a function that finds the minimum number of bit flips required to make two binary strings equal.
• 1054. Write a program to find the number of trailing 0s in the binary representation of a number.
• 1055. Create a function that calculates the parity of a number using bitwise operations.
• 1056. Implement a function that determines if a number can be represented as a sum of distinct powers of two.
• 1057. Write a program that counts how many binary numbers can be formed with a specific number of set bits.
• 1058. Create a function that extracts the first k bits from a binary number.
• 1059. Implement a function that checks if the binary representation of a number contains at least one set bit.
• 1060. Write a program to find the largest integer less than or equal to n that has a specific number of set bits.
• 1061. Create a function that finds the number of unique integers that can be represented using the bits of a given number.
• 1062. Implement a function that checks if a binary number has an even number of set bits.
• 1063. Write a program to calculate the bitwise XOR of all elements in an array.
• 1064. Create a function that checks if a binary number has a specific bit pattern.
• 1065. Implement a function that counts how many numbers in an array have an odd number of bits set.
• 1066. Write a program to find the maximum number of consecutive set bits in the binary representation of a number.
• 1067. Create a function that generates a mask for the least significant k bits of a number.
• 1068. Implement a function that checks if a number is a power of 4 using bit manipulation.
• 1069. Write a program to determine if two integers differ by only one bit.
• 1070. Create a function that checks if a binary string is a valid representation of a number in twos complement.
• 1071. Implement a function that counts how many integers in a given range have the same parity as a specified integer.
• 1072. Write a program to find the position of the rightmost set bit in a binary number.
• 1073. Create a function that generates all possible permutations of a binary number.
• 1074. Implement a function that checks if a number is a binary palindrome.
• 1075. Write a program that finds the number of unique representations of a number in binary.
• 1076. Create a function that extracts all bits between two specified indices in a binary number.
• 1077. Implement a function that calculates the sum of the binary representation of two numbers.
• 1078. Write a program to determine if the binary representation of a number is valid for a specific base.
• 1079. Create a function that counts how many binary strings can be formed with an even number of set bits.
• 1080. Implement a function that checks if two binary numbers are complements of each other.
• 1081. Write a program to calculate the number of distinct bit patterns possible with a specified number of bits.
• 1082. Create a function that finds the largest power of 2 that divides a given number.
• 1083. Implement a function that counts how many integers can be represented using k bits.
• 1084. Write a program to determine if a binary string has an even or odd length.
• 1085. Create a function that checks if a binary number has a specific number of leading 0s.
• 1086. Implement a function that counts how many numbers in an array have an even number of bits set.
• 1087. Write a program to find the smallest integer that can be represented with the same number of set bits as a given number.
• 1088. Create a function that checks if a number can be represented as a sum of distinct integers using bit manipulation.
• 1089. Implement a function that generates a binary mask with all bits set to 1 except for the last k bits.
• 1090. Write a program that counts how many binary numbers can be formed from a given binary string.
• 1091. Create a function that checks if a binary number has an even number of transitions between 0s and 1s.
• 1092. Implement a function that counts how many unique binary representations can be formed by permuting the bits of a number.
• 1093. Write a program to find the number of set bits in the binary representation of a prime number.
• 1094. Create a function that checks if a binary number is a valid representation of an unsigned integer.
• 1095. Implement a function that calculates the bitwise AND of all numbers from 1 to n.
• 1096. Write a program to find the smallest number greater than a given integer that has the same number of set bits.
• 1097. Create a function that checks if the binary representation of a number has a valid length for a specific format.
• 1098. Implement a function that counts how many integers in a given range have a valid binary representation.
• 1099. Write a program to determine if a binary number can be represented as a valid RGB color.
• 1100. Create a function that checks if two binary numbers have the same number of set bits.

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