Math, asked by 14ziya0705, 11 months ago

the population of a village when increased by 15% becomes 19320. what was the original population?

Answers

Answered by Anonymous
9
Heya Mate !!!

Here's Your Answer ⏬

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Step by Step Explanation ;-
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Given :

the population of a village when increased by 15% become 19320.

Let the original population of village be x

According to the Question ;-

=> x = 19320 - 15% of x

=> x = 19320 - 0.15 × x

=> x = 19320 - 0.15x

=> x + 0.15x = 19320

=> 1.15x = 19320

=> x = 19320/1.15 = 16800

Hence,
The original population of the village is 16800.
Answered by tejasgupta
3

Answer:

1,28,800 people.

Step-by-step explanation:

\text{Let the previous population be x.}\\\\\text{Percentage increase = 15 $\%$}\\\\\text{Population after increase = 19320 people}\\\\\text{According to the question,}\\\\15 \% \: of \: x = 19320\\\\\implies \dfrac{15}{100} \times x  = 19320\\\\\implies x = \dfrac{19320 \times 100}{15} = 128800\\\\\text{Thus, the previous population before increase was } \large \underline{\boxed{\boxed{\bold{1,28,800 \: people.}}}}

Hope it helps.


tejasgupta: I'll check. Can you find a mistake?
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