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Mathematics
Quadratic Equations
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Cards (17)
Discriminant formula
Quadratic formula
Extracting square roots method
Factoring method
Completing the square method
Sum formula
Product formula
Case 1
- real, unequal, rational
Case 2
- real, unequal, irrational
Case 3
- real, equal
Case 4
- imaginary, unequal
D = 28.
Therefore, the graph touches the x-axis 2 times
D = 94.
Therefore, the graph touches the x-axis 2 times
D = 0.
Therefore, the graph touches the x-axis only once
D = -36.
Therefore, the graph doesn't touch the x-axis
D = -2.
Therefore, the graph doesn't touch the x-axis
x
2
−
(
s
u
m
)
x
+
x^2 - (sum)x +
x
2
−
(
s
u
m
)
x
+
(
p
r
o
d
u
c
t
)
=
(product)=
(
p
ro
d
u
c
t
)
=
0
0
0
Formula in writing a quadratic equation whose roots are given