Math, asked by aasthatevatia, 9 months ago

the population of a place increased from 120000 Tu 150000 find the net percentage in the the initial population​

Answers

Answered by Anonymous
194

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 \red{\underline{{ \bf Correct \: Question }}}

  • The Population of a place increased from 120000 to 150000. Find the net percentage in the the initial population.

 \red{\underline{{ \bf Answer }}}

 \underline {\underline{{\purple{ \sf Given }}}}

  • Initial Population 120000
  • Final Population 150000

 \underline {\underline{{ \purple{\sf To \: Find }}}}

  • Increased Population
  • Net Percentage in the Initial Population

 \underline {\underline{{ \green{\sf Calculating \: Increased \: Population }}}}

Formula Used :-  \underline{\underline{\boxed{   \pink{\sf Final Population - Initial Population = Increased Population }}}}

Substituting Values

 \blue{\sf 150000-120000}

 \blue{\sf 30000}

Therefore, Increased Population is 30000

 \underline {\underline{{ \green{\sf Calculating \: Percentage \: Increased  }}}}

Formula Used :-  \underline{\underline{\boxed{   \pink{\sf \dfrac{Increased \: Population}{Initial \: Population} \times 100 \% }}}}

Substituting Values

 \blue{\sf \cancel{ \dfrac{30000}{120000} \times 100}}

 \blue{\sf 25}

Therefore, Increased Percentage is 25 %

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mysticd: Use = symbol instead of hand image
Answered by Anonymous
63

Given :

Increased = 120000 to 150000

Find :

Net percentage.

According to the question :

Let's find the decrease in the population :

= 150000 - 120000

= 30000.

Net change = 30000.

Formula :

Percentage = ( Net change / initial population ) × 100

= 30000 / 150000 × 100

= 20.

Therefore, the Net percentage = 20% .

Hope it is correct ☺

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