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Unit 1 review
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A.R.O.C FOR POLYNOMIAL
The function is - (with degree-) since the-difference in the Y value(y=-j are constant over equal X value(x=-)
The function has an inverse
At least two inputs aren’t map to the same output y=-
Is when F changes from increasing to decreasing
Local máximum
The highest y value a function reaches
Global maximum
A.R.O.C FORMULA
Y/X= y2-y1/x2-x1
INTERPRET A.R.O.C
ON AVERAGE FOR EVERY - THERE IS A INCREASING/DECREASING OF-
POINT SLOPE FORMULA
Y=m(x-x1)+y1
If a graph is concave up then
Then the graph is positive
WHERE IS CHANGES FROM A NEGATIVE TO A POSITIVE OR POSITIVE TO A NEGATIVE
ZEROS , X INTERCEPTS OR ROOTS
Domain
Is where the graph is read From Left to right
IS WHEN F CHANGES FROM DECREASING TO INCREASE
LOCAL MINIMUM
The lowest y value a function reach
Global minimum
The function does NOT have an inverse
At least two input are mapped to the same output y=-
If the graph is concave down
Then the graph is going negative
Range
Is where the graph is red from bottom to top
Is where the concave is switching
At the point of infection