Problem $1$

Create a flow chart and a program to determine if a point, $P(x,y),$ lies WITHIN, ON$,$ or OUTSIDE a circle of radius $5.$

Recall, the equation of a circle centered at the origin of a Cartesian coordinate system is $x^2+y^2=r^2$

Specifically:

A$.$ Prompt the user to "Enter $1$ to run the program or $2$ to Quit", after a description of the program

B$.$ If $1$

a$.$ Prompt the user to "Enter the x $\_$value", X$,$ Defined as Word

b$.$ Prompt the user to "Enter the y$\_$value", Y$,$ Defined as Word

c$.$ Compute Radius$\_$Squared value$*x_{?}$value