Algebra-1

To solve the quadratic equation , we will use the quadratic formula:

where:

(a = 5)(b = -15)(c = 20)

 

Step 1: Calculate the Discriminant

First, we calculate the discriminant (D):

 

Substituting the values:

D = 225 - 400 = -175

Since the discriminant is negative, this indicates that the solutions will be complex numbers.

 

Step 2: Substitute into the Quadratic Formula

Now substitute (a), (b), and (D) into the quadratic formula:

 

Step 3: Simplify

To simplify

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