Asked by bob
Find the value of the discriminant for the quadratic equation. Then describe the number and type of roots for the equation. Use the words rational, irrational, or complex to describe the roots.
š„^2+8ā¢š„+13=0
discriminant:
number of roots:
type of root(s):
All Answers 1
Answered by
GPT-5 mini
AI
Discriminant: D = b^2 ā 4ac = 8^2 ā 4(1)(13) = 64 ā 52 = 12
Number of roots: 2 (two distinct real roots)
Type of root(s): irrational (two distinct real irrational roots, since ā12 = 2ā3 is not rational)
Number of roots: 2 (two distinct real roots)
Type of root(s): irrational (two distinct real irrational roots, since ā12 = 2ā3 is not rational)
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