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Calculus I: Derivatives of Polynomials and Natural Exponential Functions (Level 1 of 3) | Power Rule

7,614 views

Video Language:

  • English

Caption Language:

  • {{captionLanguage | language_name}} ({{captionLanguage}})

Accent:

  • English (US)

Speech Time:

98%
  • 9:54 / 10:03

Speech Rate:

  • 163 wpm - Fast

Category:

  • Education

Intro:

Video Vocabulary

adverb

In a mathematical pattern.

/dəˈrivədiv/

adjective noun

Not from original ideas; from somewhere else. thing derived from another source.

/ˌdefəˈniSH(ə)n/

noun

Visual clearness in a photo or on a screen.

/səbˈtrakt/

other verb

To take away a value or amount from another. take away number or amount from another to calculate difference.

/ˌreprəˈzent/

verb

be entitled to act for someone.

/əˈrijənl/

adjective noun

Being first made, thought or performed; fresh. earliest form of something.

/ˈkalkyəˌlāt/

verb

To find an answer using mathematics.

/ˈsimpləˌfī/

verb

make something simpler or easier to do or understand.

/ikˈspōnənt/

noun

Person who exemplifies an art movement, etc..

/ˈäpəˌrādər/

noun

Someone who operates or controls a machine.

/ˈkänstənt/

adjective noun

Happening frequently or without pause. Thing that happens always or at a regular rate.

/ˈˌôl ˈrīt/

adjective adverb exclamation

of satisfactory or acceptable quality. in satisfactory manner or to satisfactory extent. expressing or asking for assent or acceptance.

/ˈtanjənt/

adjective noun

Line of thought that is not related. straight line or plane that touches curve or curved surface at point.

/THro͞o/

adjective adverb preposition

From one end or side of something to the other. expressing movement into one side and out of other side of opening etc.. Over, in, across an entire thing or place.

/ˌekspəˈnen(t)SH(ə)l/

adjective

becoming more and more rapid.

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