Save
MATH
Quadratic Equations
Save
Share
Learn
Content
Leaderboard
Share
Learn
Created by
Sam
Visit profile
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
See similar decks
math-quadratic equations
73 cards
Math-quadratic equations
16 cards
Math, Quadratic Equations
23 cards
Math Quadratic Equations
37 cards
MATH QUADRATIC EQUATIONS
26 cards
Math-Quadratic Equations
6 cards
math : quadratic equations
6 cards
Quadratic Equations
Math
1 card
Math (quadratic equations)
15 cards
MATH, QUADRATIC EQUATIONS
2 cards
Math quadratic equations
27 cards
Quadratic Equations
MATH
13 cards
Math - QUADRATIC EQUATIONS
9 cards
Quadratic equations
Math
6 cards
Quadratic equations
Math
5 cards
QUADRATIC 1
MATH
57 cards
Math: Quadratic Equations
3 cards
MATH • Quadratic Equations
26 cards
Math-Quadratic equations
46 cards
Quadratic equations
Math
7 cards
13.4 Maxwell’s Equations
AP Physics C: Electricity and Magnetism > Unit 13: Electromagnetic Induction
34 cards