It is given in the table that the midyear population of India (in mill

Joseph Krupa

Joseph Krupa

Answered question

2021-12-18

It is given in the table that the midyear population of India (in millions) for the last half of the 20 th century. The year are given in alternate 10 years with respect to their population data given.
To determine
Draw a scatter plot, semiloge plot, and log-log plot for the data and find the type of model.
To determine
Finde an exponential model for the population.
To determine
Calculate the population in 2010 by comparing itwith the population of 1173 million and show it’s conclusion.

Answer & Explanation

peterpan7117i

peterpan7117i

Beginner2021-12-19Added 39 answers

Concept Used:
In this we have to use the concept of graph analisis.
Graph:
the scatter graph is
PHOTO
PHOTO Log-log: PHOTO "IInterpretation:
In scatter plot we have to put the values of (x,y), i.e, (1950, 370), (1960, 445), (1970, 554), (1980, 685), (1990, 838), (2000, 1006)
Now we have to find the model, because the semilog graph is almost linear so, the exponential graph is the most appropriate in this case
The graph is shown above."
Bob Huerta

Bob Huerta

Beginner2021-12-20Added 41 answers

Concept Used:
In this we have to know about the graphical analysis and know about exponential function. and we have to use the concept of y=mx+c.
Calculation:
Using a graphing tool, we have to put values of (x,y), i.e, (1950, 370), (1960, 445), (1970, 554), (1980, 685), (1990, 838), (2000, 1006)
to find the best-fitting expotential model gives the function:
y=(2.27611015)(1.02052861x

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