Formula generator for BITXOR function
The BITXOR function is used to perform a bitwise XOR (exclusive OR) operation on two numbers. It returns the result of applying the XOR operation on the binary representations of the two values. Each bit in the result is calculated by comparing the corresponding bits in the input values. If the bits are different, the result bit is set to 1; otherwise, it is set to 0
Formula generator
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How to generate an BITXOR formula using AI.
To obtain information on the ARRAY_CONSTRAIN formula, you could ask the AI chatbot the following question: “To obtain the BITXOR formula from an AI chatbot, you could ask the following question: "Is there a formula in Excel that performs a bitwise XOR operation on two values?"”
BITXOR formula syntax
The BITXOR syntax in Excel is used to perform a bitwise XOR operation on two numbers. The syntax is: =BITXOR(number1, number2) Here, "number1" and "number2" are the two numbers or cell references that you want to perform the XOR operation on. The function returns the result of the XOR operation. Note that the BITXOR function is only available in Excel 2013 and later versions.
Use Cases & Examples
In these use cases, we use the BITXOR function to perform a bitwise exclusive OR operation on binary values. This function helps us to compare corresponding bits of two binary numbers and return a new binary number with bits set to 1 where the corresponding bits of the input numbers differ, and 0 where they are the same.
Calculating the XOR of two binary numbers
Description
In this use case, we use the BITXOR function to calculate the bitwise XOR (exclusive OR) of two binary numbers. The BITXOR function takes two arguments, value1 and value2, and returns the result of performing the XOR operation on the binary representations of the two values.
Result
BITXOR(value1, value2)
Checking if two numbers have an odd number of bits in common
Description
In this use case, we use the BITXOR function along with the BITAND and BITCOUNT functions to check if two numbers have an odd number of bits in common. First, we use the BITXOR function to calculate the bitwise XOR of the two numbers. Then, we use the BITAND function to perform a bitwise AND operation between the XOR result and the original numbers. Finally, we use the BITCOUNT function to count the number of set bits in the result. If the count is odd, it means the numbers have an odd number of bits in common.
Result
BITCOUNT(BITAND(BITXOR(value1, value2), value1, value2)) % 2 = 1
Generating a random number using XORshift algorithm
Description
In this use case, we use the BITXOR function along with other mathematical operations to generate a random number using the XORshift algorithm. The XORshift algorithm is a simple pseudorandom number generator that uses bitwise XOR operations to generate the next random number in the sequence. By applying the XOR operation on the current number with a shifted version of itself, we can generate a new random number.
Result
BITXOR(value, BITSHIFTLEFT(value, 13)) ^ BITSHIFTRIGHT(value, 17)
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Include Key Details
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