Sprendimas: tHoww4 - 1
S_n =
S_0* (1+
)
S_0* (1+
| p |
| / 100 |
|
S_n = S_0* (1+
)$$S_{n}$$ = $$S_0\cdot (1+\frac{p}{100})$$
| p |
| / 100 |
S_n = S_0+
$$S_{n}$$ = $$S_0+\frac{p\cdot S_0}{100}$$
| p* S_0 |
| / 100 |
S_n = 1000+
$$S_{n}$$ = $$1000+\frac{2\cdot 1000}{100}$$
| 2* 1000 |
| / 100 |
S_n = 1000+
$$S_{n}$$ = $$1000+\frac{1000}{50}$$
| 1000 |
| / 50 |
S_n = 1000+20$$S_{n}$$ = $$1000+20$$
S_n = 1020$$S_{n}$$ = $$1020$$