You should know from ECE$2020$ that a digital representation of certain real numbers is only an

approximation. For example, irrational numbers such as $,$ e$,2,$ etc... have only a finite number

of digits that can be represented in a digital computer. The two main representations that we will

use in C$++$ will be single precision $(32-$bit$)$ and double precision $(64-$bits$)$ numbers. In each of

the number formats, a certain number of bits is dedicated to the exponent $(8$ bits for single

precision and $11$ bits for double precision$),$ the mantissa $(23$ bits for single precision and $52$ bits

for double precision$),$ and $1$ bit for the sign bit.

I would like for you to use a C$++$ program to calculate the roots of the following quadratic

equation: