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Quadratic equations finding the descriminant and nature of roots.
Identify the values of a, b and c.
Apply the formula in finding the descriminant. (Remember: D = b² - 4ac)
Write the discriminant and identify if the nature of roots is equal or enequal to zero, or if it is below zero.
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Answers & Comments
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Solution no. 1:
Quadratic equations finding the descriminant and nature of roots.
Identify the values of a, b and c.
Apply the formula in finding the descriminant. (Remember: D = b² - 4ac)
Write the discriminant and identify if the nature of roots is equal or enequal to zero, or if it is below zero.
Answer:
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Solution no. 2:
Quadratic equations finding the descriminant and nature of roots.
Identify the values of a, b and c.
Apply the formula in finding the descriminant. (Remember: D = b² - 4ac)
Write the discriminant and identify if the nature of roots is equal or enequal to zero, or if it is below zero.
Answer:
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Solution no. 3:
Quadratic equations finding the descriminant and nature of roots.
Identify the values of a, b and c.
Apply the formula in finding the descriminant. (Remember: D = b² - 4ac)
Write the discriminant and identify if the nature of roots is equal or enequal to zero, or if it is below zero.
Answer:
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Solution no. 4:
Quadratic equations finding the descriminant and nature of roots.
Identify the values of a, b and c.
Apply the formula in finding the descriminant. (Remember: D = b² - 4ac)
Write the discriminant and identify if the nature of roots is equal or enequal to zero, or if it is below zero.
Answer:
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Solution no. 5:
Quadratic equations finding the descriminant and nature of roots.
Identify the values of a, b and c.
Apply the formula in finding the descriminant. (Remember: D = b² - 4ac)
Write the discriminant and identify if the nature of roots is equal or enequal to zero, or if it is below zero.
Answer:
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