Suppose the computer support the IEEE 745 single precision float format, in which there are:

1 sign bit (1 bit)

"biased" exponent (8 bits)

"normalized" mantissa (23 bits)

Note: decimal value of floating point = (-1)^sx (1.m) x 2^(e-bias) where bias = 127

Given a decimal floating point 24.875, please determine the binary numbers of this floating-point number that will be stored in the memory of the computer