Question

${x}^{2} + 3x \sqrt{3} + 6$
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Answer 1

Step-by-step explanation:

$(x + 2 \sqrt{3x} )(x + \sqrt{3)}$

Answer 2

Correct Question :

(From Quadratic Equation) –

→ x² + 3√3x + 6

GIVEN :

• The provided (Equation) = x² + 3√3x + 6

TO FIND :

• Find the value of the given equation = ?

STEP-BY-STEP INSTRUCTIONS :

Here, as per the provided question we are asked to find the value of the given Quadratic Equation -

→ The given equation = x^2 + 3√3x + 6

Now, we will have to solve the equation and gain the value –

→ x² + 3√3x + 6

→ x² + 2√3x + √3x + 6

→ x(x + 2√3) + √3(x + 2√3)

→ (x + √3) × (x + 2√3)

→ (x+√3)(x+2√3)

Hence, the gained value = (x+√3)(x+2√3).