Assignment $1$B:

Color Distance. If you$$ve ever used an art program, you$$re likely aware that computers store

colors using a series of numbers. The most common way is known as RGB $$ Red, Green, and

Blue. For instance, pure red might be shown as $(255,0,0),$ while a shade of purple might be

$(128,0,128).$

We can use this information to calculate the $$color distance$$ between two colors $$ how similar

they are to each other. There$$s a lot of advanced formulas to calculate this, but for this

assignment we$$ll practice converting a simple algorithm into a working program. The formula

is as follows:

Source: https:$//$en$.$wikipedia.org$/$wiki$/$Color$\_$difference

Hint: You can replicate exponents using multiplication. For example, x$2$ is the same as $($x $*$ x$).$

You will also need to use square root. We will learn more about functions lat