'Examples ii' presentation slideshows

Hyperbolic Functions

Hyperbolic Functions. The Hyperbolic Sine, Hyperbolic Cosine & Hyperbolic Tangent. The Inverse Hyperbolic Cotangent, Hyperbolic Secant & Hyperbolic Cosecant. Values. Remember Logarithmic Identities ( Calculus I ). Logarithmic Identities II. Identities. Proofs Identity (1).

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CMSC 203 / 0201 Fall 2002

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High-level Languages

High-level Languages. Grammars Parsers Constructs Compilers. Advantages. More powerful Enforce structure easier to read fewer bugs Portable. Grammars. Definition: A system of rules that defines the structure of a language

284 views • 16 slides

CMSC 203 / 0201 Fall 2002

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CMSC 203 / 0201 Fall 2002

392 views • 14 slides

Values Involving Inverse Trigonometric Functions II

Values Involving Inverse Trigonometric Functions II. Finding arctrg(trg?). Examples I. Arcsin. arcsin[sin( - ?/ 4 )] = - ?/ 4 Notice that: - ?/ 4 belongs to the range of the function y = arcsinx, which is [ -?/2 , ?/2 ]. Arctan. arctan[tan( - ?/ 4 )] = - ?/ 4

256 views • 13 slides

Derivatives Involving Trigonometric Functions

Derivatives Involving Trigonometric Functions. Examples I. Examples II. Examples III. Examples III Continue.

113 views • 5 slides