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Find the value of discriminant √3xsquar+√2x-2√3 =0if you don't no then don't give answer​

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uired Answer:-

Given EQUATION:

  • √3x² + √2x - 2√3 = 0

To Find:

  • The discriminant of the given equation.

Solution:

Given equation,

→ √3x² + √2x - 2√3 = 0

Comparing with ax² + bx + c = 0, we get,

→ a = √3

→ b = √2

→ c = -2√3

Discriminant of a QUADRATIC equation is calculated using the given formula,

→ D = b² - 4ac

Putting all the values in the formula, we get,

→ D = (√2)² - 4 × (√3) × (-2√3)

→ D = 2 + 8 × 3

→ D = 2 + 24

→ D = 26

★ So, the value of the discriminant is 26.

Answer:

  • The value of the discriminant is 26.

Note:

  • When D > 0, roots are REAL and distinct.
  • When D < 0, roots are imaginary i.e., the equation has no real solutions.
  • When D = 0, roots are real and equal.
  • A quadratic equation can have at most 2 roots.

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