Find the solutions of equation 25x^2-36=0?

This equation could be solved in many
ways.

One way is to notice that the given equation is a
difference of two squares that returns the special
products:

6)

We'll re-write the
equation:

0

We'll cancel each factor and we'll
get:

6

0

-6/5

Another way to solve this equation is to add 36 both
sides:

We'll
divide both sides by 25:

36/25

+-sqrt(36/25)

+-6/5

Any method you chose to solve, you'll
get the solutions of the equation
-6/5.