M=x^6-20x^5+20x^4-20x^3+20x^2-20x+20 .Tính M tại x=19 06/08/2021 Bởi Gianna M=x^6-20x^5+20x^4-20x^3+20x^2-20x+20 .Tính M tại x=19
`M=x^6-20.x^5+20.x^4-20.x^3+20.x^2-20.x+20` Thay `x=19` được `M=19^6-20.19^5+20.19^4-20.19^3+20.19^2-20.19+20` `M=19^6-[20.(19^5+19^4-19^3+19^2-)-(20.19+20)]` `M=19^6-[20.(2476099+130321-6859+361)-(20.20)]` `M=47045881-(20.2599922-400]` `M=47045881-(51998440-400)` `M=47045881-51998040` `M=(-4952159)` Bình luận
`M = x^6 – 20x^5 + 20x^4 – 20x^3 + 20x^2 – 20x + 20 ` `M = x^6 – (x+1)x^5 + (x+1)x^4 – (x+1)x^3 + (x+1)x^2 – (x+1)x + 20` `M = 19^6 – x^6 – x^5 + x^5 + x^4 – x^4 – x^3 +… – x^2 – x + (x-1)` `M = 19^6 – 1` `color(blue){#KAITO#}` Bình luận
`M=x^6-20.x^5+20.x^4-20.x^3+20.x^2-20.x+20`
Thay `x=19` được `M=19^6-20.19^5+20.19^4-20.19^3+20.19^2-20.19+20`
`M=19^6-[20.(19^5+19^4-19^3+19^2-)-(20.19+20)]`
`M=19^6-[20.(2476099+130321-6859+361)-(20.20)]`
`M=47045881-(20.2599922-400]`
`M=47045881-(51998440-400)`
`M=47045881-51998040`
`M=(-4952159)`
`M = x^6 – 20x^5 + 20x^4 – 20x^3 + 20x^2 – 20x + 20 `
`M = x^6 – (x+1)x^5 + (x+1)x^4 – (x+1)x^3 + (x+1)x^2 – (x+1)x + 20`
`M = 19^6 – x^6 – x^5 + x^5 + x^4 – x^4 – x^3 +… – x^2 – x + (x-1)`
`M = 19^6 – 1`
`color(blue){#KAITO#}`