Math, asked by nope3, 8 months ago

QUESTION 3.The present population of a village is Rs. 18000. It is estimated that the
population of the village grows by 3% per year. Find the population of the village after 4
years.​ Please Help

Answers

Answered by ExᴏᴛɪᴄExᴘʟᴏʀᴇƦ
16

\huge\sf\pink{Answer}

☞ 4 years later the population will be 20260

\rule{110}1

\huge\sf\blue{Given}

✭ The present population of a village is 18000

✭ Per year the population grows by 3%

\rule{110}1

\huge\sf\gray{To \:Find}

☆ Population after 4 years

\rule{110}1

\huge\sf\purple{Steps}

So the population increases per year is,

\sf 103\%\bigg\lgroup 103\% \bigg \lgroup 103\% \bigg \lgroup 103\% \: of \: 18000\bigg\rgroup

So now in four years,

➳ The population approximately will be, \sf\color{lime}{20260}

\rule{170}3

Answered by Saby123
12

Correct Question -

The present population of a village is 18000 .

It is estimated that the population of the village grows by 3% per year .

To find -

Find the population of the village after 4 years.

Solution -

In the above Question , the following information is given -

The present population of a village is 18000 .

It is estimated that the population of the village grows by 3% per year .

So ,

The population in the village after a year

=> 103 % Of Innitial Population

=> 103 % of 18000

Now ,

Population At the second year

=> 103% of Innitial Population

=> 103 % of [ 103 % of 18000 ]

Now ,

Population At the third year

=> 103% of Innitial Population

=>103 % of { 103 % of [ 103 % of 18000 ] }

Now ,

Population After 4 years

=> 103% of Innitial Population

=>103 % of 103 % of { 103 % of [ 103 % of 18000 ] }

=> 20260 Approximately .

This is the required answer .

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