Math, asked by arif1996, 1 year ago

The population of a town increases by 4% Every year. Its present population is 2,70,400. What was it 2 years ago.

Answers

Answered by robinrejithebest
5
I think it's 248768


let us assume the current population is 100% which is 270400 then 2 years ago it should be 92 % by this we can calculate the answer 248768

270400 divided by 100 and multiplied by 92


sorry my previous ans. was wrong I had done some wrong calculation but now I think it's right

robinrejithebest: hmm i had but i think y one should go that way if we can think it by assuming the present population as 100 % and then redusing it to 92 %
robinrejithebest: okh may be i was wrong ... good work bro.
Answered by Inflameroftheancient
3
HELLO FRIEND HERE IS YOUR ANSWER,,,,,,,,,

By applying the formula of compound interest we can make the following assumptions and calculate them for the same. You'll come across this formulae.........

Let us take it as "x" years and Total population after 2 years to find be "Y" and "PP" be present population, we'll get this ,,,

\boxed{\bf{Y_x = PP \times [1 - \frac{r}{100}]^x}} \\

Now, for population changes before "2" years ago, substitute this into "x" years ,,,

\bf{Y_2 = 270400 \times [1 - \frac{4}{100}]^2} \\

\bf{Y_2 = 270400 \times [1 - 0.04]^2} \\

\bf{Y_2 = 270400 \times [0.96]^2} \\

\bf{Y_2 = 270400 \times [0.9216]} \\

\boxed{\bf{\therefore \: \: Y_2 = 249200.64}} \\

Therefore the answer is ,,,

\boxed{Y_2 = 2,49,200} \\

HOPE THIS HELPS YOU AND CLEARS THE DOUBTS FOR CALCULATING THE TIMES OF YEAR BY THIS FORMULAE!!!!!!!
Similar questions