Question

Create your own radical equation. Describe in complete sentences and demonstrate the process in finding its solution?

Answer 1

I will show you

Answer 2

okay thankyou

Answer 3

so, i will give you an equation that i created okay

Answer 4

i will show you the process on how to solve it

Answer 5

but, you should not just copy my work, try and think of your own

Answer 6

Consider the equation
sqrt(-2x + 3) = x

To solve this, first we would square both sides.
-2x + 3 = x^2.

Getting everything to one side, we are trying to solve
x^2 + 2x - 3 = 0.
Factoring, we get
(x - 1)(x + 3) = 0.
Setting each term equal to 0, we see that we get possible solutions
x = 1 and x = -3.
Finally, we plug back in to the original equation to see if these are true solutions.
When x = 1, we get
sqrt(-2 + 3) = sqrt(1) = 1,
which means 1 is a solution.
When x = -3, we get
sqrt(-2(-3) + 3) = sqrt(9) = 3, which is NOT -3, so -3 is not a solution.

The only solution to this radical equation is x = 1.

Answer 7

okay thanks.