CALC Derivative Concepts 4
__1. (a,b) is on the curve y=f(x)A. y=0
__2. dy/dx=m at point (a,b)B. x=0
__3. ExtremaC. y'=0
__4. f'(a)=mD. b=f(a)
__5. f(a)=bE. (a,b) is point on the curve and the tangent line and f'(a)=m
__6. f(a)=b is a global maxF. Tangent Line: b=m(a)+c with y-int @ c
__7. f(a)=b is a global minG. y=f(x) has gradient=m at (a,b)
__8. x-intH. (a,b) ∊ y=f(x)
__9. y-intI. b<f(x) IF x≠a
__10. y=f(x) has gradient=m at (a,b)J. b>f(x) IF x≠a
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