Aprēķins: r0O6lr - 1
b_n =
b1* q^(n-1)
b1* q^(n-1)
|
b_n = b1* q^(n-1)$$b_{n}$$ = $$b1\cdot q^{(n-1)}$$
b1* q^(n-1) = b_n$$b1\cdot q^{(n-1)}$$ = $$b_{n}$$
q^(n-1) =
$$q^{(n-1)}$$ = $$\frac{b_{n}}{b1}$$
| b_n |
| / b1 |
q = saknis(n-1,
)$$q$$ = $$\sqrt[n-1]{\frac{b_{n}}{b1}}$$
| b_n |
| / b1 |