Having issues with this question looking for assistance ; everything was done on google coolab

# First, we type "Welcome to Quadratic Equation Game!"

Welcome to Quadratic Equation Game!

# Next, please show the Quadratic Equation as follows:

# $"$aX$^2+$ bX $+$ C $=0"$

aX$^2+$ bX $+$ C $=0$

# $0\mathrm{.}2$ Mark

# Then, ask the user to enter a$,$ b$,$ and c$,$ respectively.

# Expain Output

Please, enter the value for a: $1$

Please, enter the value for b: $5$

Please, enter the value for c: $6$

# $0\mathrm{.}2$ Mark

# Now, please show the quadratic equation to the user, before start solving it:

# e$.$g$.$ "Your Quadratic Equation is: $1$X$^2+5$X $+6=0"$

# Expain Output

Your Quadratic Equation is: $1$X$^2+5$X $+6=0$

# $0\mathrm{.}2$ Mark

# Define a function, called discriminant that receives a$,$ b$,$ and c$,$ and calculates the discriminant.

# Expain Output

# $1$ Marks

# Use the above function in the following part:

# If Discriminant is positive, we get two Real solutions.

# So$,$ please print $"$We got two real solutions, which are X$1,$ and X$2"$

# Sure, you calculate the value of X$1,$ and X$2.$

# If Discriminant is zero we get just ONE real solution $($both answers are the same$).$

# So$,$ please print $"$We got one real solution, which is X$1"$

# Sure, you calculate the value of X$1.$

# If Discriminant is negative we get a pair of Complex solutions.

# So$,$ please print "The Discriminant is negative, we got a pair of Complex solutions."

# You do not need to show the complex solutions :$)$

# Note: You need to import math library, and calculate the square root of

# discriminant for the case that you have two real solutions. We got two real solutions,, which are $-2\mathrm{.}0,$ and $-3\mathrm{.}0$

# Expain Output

# $0\mathrm{.}2$ Mark

# Finally, save the above two messages into a file, called "QuadEqu.txt$"$

# e$.$g$.$

# Your Quadratic Equation is: $1$X$^2+5$X $+6=0$

# We got two real solutions,, which are $-2\mathrm{.}0,$ and $-3\mathrm{.}0$

# Expain Output