Question

A shepherd has 200 sheep with him. Find the number of sheep's with after 3 yrs if the incrase in number of sheep's is 8% every years?​

Answer 1

Answer:

the number of sheeps after 3 years is 252.

Explanation:

Here, P = No. of sheeps initially = 200

A = no. of sheeps after 3 yrs

R = Rate of increase of no. of sheeps per year = 8%

N = 3 yrs

= 252(approx)

Answer 2

Here is your answer

every year 8% sheeps are increasing thus

We will find how many sheeps increases every year

so we can find it bye multiplying 200 by 8%

that is

200 × 8/100

it gives 16 . This means every yar 16 sheeps are increasing

thus in 3 years 3 × 16 = 48 sheeps will increase

so total no. of sheeps after 3 years will be

200 + 48 = 248 sheeps

248 is the required answer