Triseum_Variant Limits_ Scenarios

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Right Triangles

luonut Daniel Sternweis

Derivatives

luonut Steve Kangas

VM266 1418

luonut John Krause

Calculus

luonut Saloni Todi

Remember

Identifination when a function is continuous from the left and from the right at a particular point.

Determinion whether or not the function is continuous at a particular point of its domain.

graphical representation of a function to the graphical concept of limit.

the rules and principles of limits to determine the limit of a function

Understad

Graphical representation of a function to the graphical concept of limit topic

Evaluate

apply the Intermediate Value Theorem in various different contexts

Apply

properties of continuitynd relate them to corresponding properties of limits.

Understand

notion of continuity to both the notion of limit and the value of a function at a point.

Analytic skills

Identify vertical asymptotes

oscillating behaviors of functions.

Triseum_Variant Limits_ Scenarios

Zone 2:FUNCTIONS, FUNCTION RELATIONSHIPS TO LIMITS & LIMIT LAWS

Zone 1:THE NATURE OF POINTS

Approximation the limit of the function as x approaches a given value.

Zone 3:RELATING CONTINUITY TO LIMITS

Zone 4: Determine function behaviors as x infinitely increases or decreases.