Tham khảo
`a) A=(-5)^0+(-5)^1+...+(-5)^{200}`
`⇒(-5A)=(-5)^1+(-5)^2+...+(-5)^{201}`
`⇒A-(-5A)=(-5)^0+(-5)^1+...+(-5)^{200}-[(-5)^1+(-5)^2+...+(-5)^{201}]`
`⇒6A=(-5)^0+(-5)^{201}`
`⇒A=\frac{(-5)^0+(-5)^{201}}{6}`
`b) B==(-7)^2+(-7)^3+...+(-7)^{200}`
`⇒(-7A)=(-7)^3+(-5)^4+...+(-5)^{201}`
`⇒A-(-7A)=(-7)^2+(-7)^3+...+(-7)^{200}-[(-7)^3+(-7)^4+...+(-5)^{201}]`
`⇒8A=(-7)^2+(-7)^{201}`
`⇒A=\frac{(-7)^2+(-7)^{201}}{8}`