Identify/cite a real life event that models a continuous function By applying three conditions of continuity, you are to convince your classmates (grade 11 STEM Students) of the validity of your cited situations on continuity. You may also use sample word problems with graphs to back up your presentation. Answer must have: graphs, mathematical solution and conclusion Use the  attached pic as an example

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Identify/cite a real life event that models a continuous function

By applying three conditions of continuity, you are to convince your classmates (grade 11 STEM Students) of the validity of your cited situations on continuity. You may also use sample word problems with graphs to back up your presentation.

Answer must have: graphs, mathematical solution and conclusion

Use the  attached pic as an example

Continuous Function
Monthly household electric consumption of Mr. Perez for year 2018.
Monthly Electric Consumption
300
250
200
150
100
50
0
Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec
lewph
Three conditions of continuity: Jan
i. f(c) exists
ii. f(x) exists
iii. f(c) = f(x)
Continuous
Three conditions of continuity:
i. f(c) exists
ii.
f(x) exists
iii. f(c) = f(x)
Continuous
Feb March April May June
200kwph 210kwph 190kwph 245kwph 230kwph 200kwph
200kwph 210kwph 190kwph 245kwph 230kwph 200kwph
equal equal equal
equal
equal
equal
Nov
Dec
July August Sept
201kwph 187kwph 205kwph
201kwph 187kwph 205kwph
equal equal equal
Oct
200kwph 190kwph 255kwph
200kwph 190kwph 255kwph
equal equal equal
Transcribed Image Text:Continuous Function Monthly household electric consumption of Mr. Perez for year 2018. Monthly Electric Consumption 300 250 200 150 100 50 0 Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec lewph Three conditions of continuity: Jan i. f(c) exists ii. f(x) exists iii. f(c) = f(x) Continuous Three conditions of continuity: i. f(c) exists ii. f(x) exists iii. f(c) = f(x) Continuous Feb March April May June 200kwph 210kwph 190kwph 245kwph 230kwph 200kwph 200kwph 210kwph 190kwph 245kwph 230kwph 200kwph equal equal equal equal equal equal Nov Dec July August Sept 201kwph 187kwph 205kwph 201kwph 187kwph 205kwph equal equal equal Oct 200kwph 190kwph 255kwph 200kwph 190kwph 255kwph equal equal equal
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