$)$ Parity bit checks for single$-$bit errors. It$$s an extra bit added to a string of binary code to

ensure data integrity. Electronic voting has been introduced in Pakistan and Ali is a strong

candidate for being elected as Mayor. His current vote count is $1023(1111111111).$ Unfortunately,

a high energy proton from space hits the processor of one of the voting machines causing two of

the bits to flip in ax register. Thus, changing Ali$$s vote count to $983(1111010111)$ and giving lead

to his opponent. Will parity bit detect error here? Justify your answer.