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Vertex
Axis of symmetry
X axis
Y axis

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I know some formulas like x= -b(squared) b2 -4ac divided by 2 and x=-b divided by 2a

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quadratic formula can be used to solve X-intercept

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Quadratic formula

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Axis of symmetry

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-b+- square root of -b squared - 4(A)(C) divided by 2(A0

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-b+- square root of -b squared - 4(A)(C) divided by 2(A0

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-B±(Square root B to the second) -4(a)(c)/2(a)

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X = -b/2a

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X=-b
——-
2A

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Quadratic formula
Vertex- highest point
To find X= -B/2A
How to find X-intercept
How to find Y-intercept

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quadratic formula

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Axis of symmetry: -b/2a

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X= -b/2a

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-X

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What jobs use the quadratic
formula

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what to do when you have to get x by quadratic formula but you have to square root a negative but you can't

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what to do when you have to get x by quadratic formula but you have to square root a negative but you can't

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Why are quadratic formulas important?

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How or why is it important

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How do we apply quadratics to our everyday lives

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Y intercept: to find, sub in 0 for x in the equation
X intercept: to find, sub in 0 for y in the equation

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How do we apply quadratic formulas to our everyday lives?

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How do we apply quadratic formulas to our everyday lives?

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Factoring
Square rooting
Quadratic formula

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How is quadratics helpful in our daily lives?

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...sis

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No negative time
Negative outside of parentheses
Calculate correctly (messes everything up)

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I learned how to apply quadratic formulas to real life situations

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plug things in to find max height/how high something is (time) after launch

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Parábola does not go off graph

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That quadratics are important to everyday things we do

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That quadratics are important to everyday things we do

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I like

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I like

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Careful calculations make a big difference😮😮😮

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x coordinate and y coordinate