Using the 3 methods above, create an application that calculates the roots of an equation of second degree: ax 2 + bx + c= 0 For it exists, the coefficient a must be nonzero. If delta is positive, then there are two distinct roots: -6+ VA b -VA and 2a 2a If delta is zero, then there is exactly one real root: b. 2a If delta is negative, there is no real solution.

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Using the 3 methods above, create an application that calculates the roots of an equation of
second degree:
ax 2 + bx + c 0
For it exists, the coefficient a must be nonzero.
If delta is positive, then there are two distinct roots:
-6+ VA
-b- VA
and
2a
2a
If delta is zero, then there is exactly one real root:
2a
If delta is negative, there is no real solution.
Transcribed Image Text:Using the 3 methods above, create an application that calculates the roots of an equation of second degree: ax 2 + bx + c 0 For it exists, the coefficient a must be nonzero. If delta is positive, then there are two distinct roots: -6+ VA -b- VA and 2a 2a If delta is zero, then there is exactly one real root: 2a If delta is negative, there is no real solution.
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