In c code please. If you are in a city and have to walk from where you are, having planar coordinates $(0,0),$ to a destination having planar coordinates $(x,y),$ then there are two ways of computing the distance you have to travel. One is called the euclidean distance,

$r1=\sqrt[\phantom{2}]{x^2+y^2}$

Note that this distance might require you to cut across lawns and through buildings.

There is another way to measure distance called the taxi$-$cab distance,

$r2=|x|+|y|$

which is the distance a taxi$-$cab would have to travel along the city blocks.

Write a program which reads the destination coordinates, $(x,y),$ and calls a single function, distance $(),$ which computes both the euclidean distance and the taxi$-$cab distance. The main program $($not the function$)$ must then print both distances to the screen.

Here is a sample input$/$output:For marking purposes run your program twice using

destinations: $(2,4)$ and $(-3,4).$