woda sidai sily to to 3 000 chiamos vilsinlio gaite 6. Priyam started giving fitness classes at her local community centre. She recorded the number of tidai vot know dare to bas participants each month for the first seven months in the table. Month Participants 1 480 2 576 3 691 4 829 5 995 6 1194 7 1433 a) Calculate the first and second differences, and the ratios. b) Which model appears most suitable for the data: linear, quadratic, or exponential? Justify your answer. c) Sketch a scatter plot of the data.

Elementary Geometry for College Students
6th Edition
ISBN:9781285195698
Author:Daniel C. Alexander, Geralyn M. Koeberlein
Publisher:Daniel C. Alexander, Geralyn M. Koeberlein
Chapter8: Areas Of Polygons And Circles
Section8.CR: Review Exercises
Problem 40CR
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ve tilgis not gw dato
6. Priyam started giving fitness classes at her local community centre. She recorded the number of
participants each month for the first seven months in the table.
Month
Participants
1
480
2
576
3
691
4
829
5
995
6
1194
7
1433
a) Calculate the first and second
differences, and the ratios.
b) Which model appears most suitable
for the data: linear, quadratic, or exponential? Justify your answer.
c) Sketch a scatter plot of the data.
d) Generate a suitable model for the
data. Represent the model using a graph and an equation.
e) Use the graph to predict when the
number of participants in one month
will reach 2000.
f) Use the equation to predict the number
of participants in the tenth month.
Transcribed Image Text:ve tilgis not gw dato 6. Priyam started giving fitness classes at her local community centre. She recorded the number of participants each month for the first seven months in the table. Month Participants 1 480 2 576 3 691 4 829 5 995 6 1194 7 1433 a) Calculate the first and second differences, and the ratios. b) Which model appears most suitable for the data: linear, quadratic, or exponential? Justify your answer. c) Sketch a scatter plot of the data. d) Generate a suitable model for the data. Represent the model using a graph and an equation. e) Use the graph to predict when the number of participants in one month will reach 2000. f) Use the equation to predict the number of participants in the tenth month.
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