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Chapter 08.02: Lesson: Euler's Method: Estimating an Integral Example

25,074 views

numericalmethodsguy

Video Language:

  • English

Caption Language:

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

Accent:

  • English (US)

Speech Time:

99%
  • 8:54 / 8:58

Speech Rate:

  • 139 wpm - Conversational

Category:

  • Education

Tags :

Intro:

Video Vocabulary

example

/iɡˈzampəl/

noun verb

thing characteristic of its kind. be illustrated or exemplified.

nothing

/ˈnəTHiNG/

adjective adverb noun pronoun

of no value. not at all. Item of little or no value, importance, interest. not anything.

somebody

/ˈsəmbədē/

noun pronoun

Important well-respected person. Person who is not known or named.

whatever

/(h)wətˈevər/

adjective adverb determiner exclamation pronoun

Referring to any particular kind, type, quantity. at all. Anything or everything needed; no matter what. said as response indicating reluctance to discuss something, often implying indifference. (Used to dismiss what someone is saying).

already

/ˌôlˈredē/

adverb

before or by now or time in question.

estimate
noun verb

Guess or calculation of cost, size or value. To guess or calculate the cost, size or value of.

previous

/ˈprēvēəs/

adjective

Existing or happening before the present time.

initial

/iˈniSHəl/

adjective noun verb

existing at beginning. First letter of your given name. To authorize something by writing your initials.

approximate
adjective verb

close to actual, but not completely accurate or exact. To be similar to, but not exactly the same.

particular

/pə(r)ˈtikyələr/

adjective noun

One specific (one). individual item.

calculate

/ˈkalkyəˌlāt/

verb

To make an educated guess about something.

suppose

/səˈpōz/

verb

think or assume that something is true or probable but lack proof.

differential

/ˌdifəˈren(t)SH(ə)l/

adjective noun

Different, as in treatment; discriminatory. A gear to let back wheels spin at different speeds.

integrand

/ˈin(t)əɡrənd/

noun

function that is to be integrated.

integral

/ˈin(t)əɡrəl/

adjective noun

essential or fundamental. function of which given function is derivative.

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