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factors are related to x-intercepts because the factors can show where the intercepts are

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(x-p)(x-q) the p and the q are the intercepts

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p & q are both x-intercepts on the graph

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p & q are both x-intercepts on the graph

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The square makes the graph parabolic (curved)

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If a is positive the graph opens upward. If a is negative then the graph opens downwards.

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you can input -b/2a to find the output, which is the vertex

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you can input -b/2a to find the output, which is the vertex

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Standard form is the fully multiplied version of Intercept form.

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Standard form is the fully multiplied version of Intercept form.

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h,k is the vertex but the h sign is flipped ex) -2=2

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h,k is the vertex but the h sign is flipped ex) -2=2

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if a is negative the parabola faces downward.

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Vertex= (h,k)

(Paula Padilla Adame)

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a= multiplication
h=subtraction
k=addition
k value= y-intercept

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I know that in graphing form, (h,k) are the coordinates of the vertex. I also know that a represents the stretch/shrink of the graph, and if its negative, the graph open downwards. If positive, it opens upwards.

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The vertex is (h,k)

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h and k are the (x , y) of the vertex in a parabola 

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h and k are the (x , y) of the vertex in a parabola 

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I know you can use this to find the 0 product

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P and Q are the x-intercepts?

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y-intercept=c

(Paula Padilla Adame)

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p and q are the negative reciprocal of the x-intercepts

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p and q are the negative reciprocal of the x-intercepts

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The vertex is (-b/2a, f[-b/2a])

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I know that its a quadratic if it has the squared

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-b/2a is the h or the x of the vertex and putting the h into the equation will give you the y. c is not the y intercept.

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something (I forgot ngl) (Been told they are the x/y points)= (p,q)

(Paula Padilla Adame)

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c is the y-intercept, and a represents the stretch/shrink of the equation. -b/2a provides the h of the vertex.

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the (h,k) in the equation represent the (x,y) points on the graph 

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the (h,k) in the equation represent the (x,y) points on the graph 

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You can find the x-intercepts with this equation

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You can find the x-intercepts with this equation

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I know that negative in the parenthesis is the opposite when graghing.

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to find the x coordinate for the vertex, h=-b/2a

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to find the x coordinate for the vertex, h=-b/2a

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f(x)=ax squared+ bx+c is also related to
-b+ or -

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This form helps to find the x-intercept and y-intercept of the line.

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This form helps to find the x-intercept and y-intercept of the line.

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if y equals zero an x equals zero.

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This one can get turned into standard form with the box method

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This one can get turned into standard form with the box method

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it is the formula that makes a parabola

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The H represents how far to the left the parabola will sit on the graph, and the K-value is how far on the y-axis the parabola will be.

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h is the x intercept and k is the y intercept and a is the shrink or stretch of the graph. (x-h)^2 can be put into the box method to make a standard form.

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p and q are the values of x-intercepts.

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its squared and the h and k are the vertex on the graph

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its squared and the h and k are the vertex on the graph

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The vertex is (h,k)

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"a" is the stretch or shrink

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you have to square a(x-h) or it wont be a parabola

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"c" is the y intercept

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I know we need to factor to get this form.

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h is the x intercept and k is the y intercept.

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The Vertex is (-b/2a,f[-b/2a])

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h,k is the vertex but the h sign is flipped ex) -2=2

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h,k is the vertex but the h sign is flipped ex) -2=2

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-b/2a is the value of the x-coordinate of the vertex.

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The graph of a quadratic function is a parabola and the x and y axis scale by one.

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when using the h=-b/2a formula, if the number in the b placing is already negative, b will be positive when solving

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when using the h=-b/2a formula, if the number in the b placing is already negative, b will be positive when solving

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a= multiplication
h=suraction
k=addition
k=y-intercept

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the axis of symmetry can be found by doing the equation x = -b/2a

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the axis of symmetry can be found by doing the equation x = -b/2a

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The x-intercepts could be found using this equation

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The x-intercepts could be found using this equation

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The Graphing form of a quadratic is a parabola and the variables do not equal to zero.

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The K at the end of a Graphing form quadratic is the y-value.

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-b/2a is the x of the vertex and axis of symmetry

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This equation could be graphed in desmos to find the x and y intercepts

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This equation could be graphed in desmos to find the x and y intercepts

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The line of symmetry is the vertical line of x=h

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u can use the box method with this

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the vertex and axis of symmetry is b/2a

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intercept form helps you find the x-int on the graph

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intercept form helps you find the x-int on the graph

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c is the y intercept

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-b/2a equals the x of the vertex and the axis of symmetry

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h,k is the vertex of parabola

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find the x coordantes for the vertex you can use the equation h+-b/2a

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find the x coordantes for the vertex you can use the equation h+-b/2a

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same value as standard and graphing form

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same value as standard and graphing form

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(h,k) is the vertex

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You can find the x-intercept by solving this equation.

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helps find x and y intercepts.

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You can find the axis of symmetry with the equation of x=-b/2a

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You can find the axis of symmetry by using the equation h=-b/2a

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You can find the axis of symmetry by using the equation h=-b/2a

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You can find the axis of symmetry by using -b/2a

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You can use Desmos to help you

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They have different forms of equations to describe the graph and quadratics are mostly parabolas. The axis of symmetry is in the middle of the graph, they got max-min values, x & y intercepts 

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They have different forms of equations to describe the graph and quadratics are mostly parabolas. The axis of symmetry is in the middle of the graph, they got max-min values, x & y intercepts 

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that you have to factor first

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H and K are the vertex.

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the axis of symmetry is the x of the vertex

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the axis of symmetry is the x of the vertex

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we have learned to graph a quadratic function using 3 different forms: intercept form, standard form, and graphing form

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we have learned to graph a quadratic function using 3 different forms: intercept form, standard form, and graphing form

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there are three different forms to graph a quadratic: intercept, standard, and graphing

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there are three different forms to graph a quadratic: intercept, standard, and graphing

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I know that it has to be squared