Part 5/6:
To reiterate, if the original function has a domain of ( A ) and range of ( B ), then the inverse function will have a domain of ( B ) and range of ( A ).
Conclusion
In conclusion, inverse functions allow us to elegantly handle problems by enabling us to switch the independence of variables. The concept is underscored by the symmetry observed in their graphical representations, where the plot of an inverse function acts as a mirror image across the line ( y = x ).