How MATLAB REALLY Represents Numbers Recall from class that MATLAB really uses standard binary double-precision floating-point notation: 52 bits 11 bits where each bit b Any Number = +/- (1.bbb...bbb), x 2 (b.bb, - 1023,0) represents the digit O or 1. Pretend MATLAB is representing a binary number X in the form: X = +(1.01010000...000), x 2 (100000001, 1023,0) Only the 1" and last bits in the first part of the exponent are 1s Only these 3 bits in the mantissa are 1s That's fine for a computer, but what the heck IS X? Determine the value of X in decimal (base 10)