Algebra-1

Let's solve the quadratic equation: using the quadratic formula:

 

Step 1: Identify Coefficients

In this equation, we have:

(a = 3)(b = -9)(c = 10)

 

Step 2: Calculate the Discriminant

First, we calculate the discriminant (D):

 

Step 3: Substitute into the Quadratic Formula

Since the discriminant is negative, we will have complex roots. Now we substitute (a), (b), and (D) into the quadratic formula:

Click "Show Answer" to reveal the answer and analysis