Math, asked by nathanchetna2866, 1 year ago

the population of a city is 200 000. if the annual birth rate and the annual death rate are 6% and 3% respectively then calculate the population of the city after 2 years.

Answers

Answered by fiercespartan
10

Hey there!!

Original population = 2,00,000

Birth rate = 6%

Death rate = 3%

Number of births = ( 6 ÷ 100 ) × ( 2,00,000 )

Number of birth = ( 6 ) × ( 2000 )

Number of births = 12000

Number of deaths = ( 3 ÷ 100 ) ( 2,00,000 )

Number of deaths = ( 3 ) × ( 2000 )

Number of deaths = 6000

Population after a year = 2,00,000 - 6,000 + 12,000

Population after a year = 2,06,000

Number of births = ( 6 ÷ 100 ) × ( 2,06,000 )

Number of births = ( 6 ) × ( 2060 )

Number of births = 12,360

Number of deaths = ( 3 ÷ 100 ) × ( 2,06,000 )

Number of deaths = ( 3 ) × ( 2060 )

Number of deaths = 6,180

Population after the 2nd year = 2,06,000 - 6,180 + 12,360

Population after the second year = 2,12,180

The required answer = 2,12,180

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Answered by bhavya2543
0

Original population = 2,00,000

Birth rate = 6%

Death rate = 3%

Number of births = ( 6 ÷ 100 ) × ( 2,00,000 )

Number of birth = ( 6 ) × ( 2000 )

Number of births = 12000

Number of deaths = ( 3 ÷ 100 ) ( 2,00,000 )

Number of deaths = ( 3 ) × ( 2000 )

Number of deaths = 6000

Population after a year = 2,00,000 - 6,000 + 12,000

Population after a year = 2,06,000

Number of births = ( 6 ÷ 100 ) × ( 2,06,000 )

Number of births = ( 6 ) × ( 2060 )

Number of births = 12,360

Number of deaths = ( 3 ÷ 100 ) × ( 2,06,000 )

Number of deaths = ( 3 ) × ( 2060 )

Number of deaths = 6,180

Population after the 2nd year = 2,06,000 - 6,180 + 12,360

Population after the second year = 2,12,180

The required answer = 2,12,180

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