What is the slope intercept form?
y=mx+b
2(x^2+4x+8)
Zeroes are another name for what when graphing a quadratic equation?
x-intercepts
simplify: -√196 / r^4
-14 / r^2
Identify the correlation:
positive correlation
solve for x: -10=-4x-6
x=1
multiply: (x+3)(x+7)
x^2+10x+21
Does this graph have a minimum or maximum?<img data-fr-image-pasted="true" 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
minimum
simplify: √3x^2y^3 / √80xy^3
√15x / 20
Make a scatterplot of the data and interpret the correlation:
Weeks, x| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 |
Sales (millions), y| 19 | 15 | 13 | 11 | 10 | 8 | 7 | 5 |
negative correlation
graph: y+x=4
y=-x+4<img data-fr-image-pasted="true" 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
factor the expression: x^2+8x+16
(x+4)^2
What is the axis of symmetry for this graph?<img data-fr-image-pasted="true" 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
aos:1
solve using the quadratic formula: 2x^2-8x-24=0
x=6,-2
What are the 3 ways of correlation?
negative, positive, or no correlation
solve for x: 4x+4=8x-12
x=4
multiply: (2x+2)(x+8)
2x^2+18x+16
What is the domain and range of this graph?<img data-fr-image-pasted="true" 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
Domain:ARN Range:y≥0
factor the expression: 4x^2+8x+12
-4(x+1)(x-3)
True or False: Correlation by itself does not imply causation.
True
solve for x: 2(x+5)-7=3(x-2)
x=9
multiply: (x^2+4x+2)(x+2)
x^3+6x^2+10x+4
What are the 3 forms to help graph a quadratic function?
vertex:y=a(x-h)^2+k standard:y=ax^2+bx+c intercept:y=a(x-p)(x-q)
-1/2x+1=-x^2+4x
x=±9√65 / 4
True or False: The definition of a residual is a quantity remaining after other things have been subtracted or allowed for.
True