Find the discriminant of the equation 22 − 4 + 3 = 0 and write the nature of its roots.
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Answer:
THE ANSWERS IS
EQUAL AND REAL ROOTS
Step-by-step explanation:
WHEN THE POLYNOMIAL THE ZEROS HAVING LEES THAN ZERO
THEN THE NATURE OF ROOTS IS
IMAGINARY ROOTS (OR) NO REAL ROOTS
WHEN THE POLYNOMIAL HAVING THE ZEROES IS EQUAL TO ZERO
THEN THE NATURE OF ROOTS IS
REAL AND EQUAL ROOTS
WHEN THE POLYNOMIAL HAVING THE ZEROES GREATER THAN 0
THEN THE NATURE OF ROOTS IS
REAL AND DISTINCT ROOTS
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