Final answer:
The booyh algorithm is a method for multiplying numbers by breaking them down into binary and multiplying their binary representations. To compute (-25 x -29) using the booyh algorithm, we convert both numbers to binary, multiply the binary parts together, and convert the result back to decimal.
Step-by-step explanation:
The student is asking about using the booyh algorithm to compute the product of -25 and -29.
The booyh algorithm is a method for multiplying two numbers in which the numbers are broken down into their binary representations, and then the binary parts are multiplied together and added up.
To use the booyh algorithm to compute (-25 x -29), we convert both numbers to binary, which are 11001 and 11101 respectively. Then, we multiply the binary parts together, which gives us 101110001. Finally, we convert the result back to decimal, giving us -725.