Calculus 30 | Saskatchewan Curriculum

Calculus 30

Calculus 30 homepage Outcomes & Indicators Resources

C30.1

C30.2

C30.3

C30.4

C30.5

C30.6

C30.7

C30.8

C30.7

Demonstrate understanding of transcendental function derivatives and their applications.

[C, CN, R, T, V]

Indicators for this outcome

(a)	Develop an understanding of e using limits.
(b)	Utilize the squeeze theorem to evaluate limits involving trigonometric functions.
(c)	Develop, explain, and apply strategies to determine derivatives of the following transcendental functions: exponential and logarithmic functions using any base sine and cosine functions.
(d)	Apply first and second derivatives to sketch graphs of: exponential and logarithmic functions using any base sine and cosine functions composite transcendental functions.
(e)	Critique the statement, “A function and its derivative are always different.”
(f)	Solve situational problems involving the derivatives of transcendental functions.