Đáp án:
Giải thích các bước giải:
f(x) = x^5 - 2021x^4 + 2021x^3 - 2021x^2 + 2021x - 1000
f(x) = x^5 - (2020+1)x^4 + (2020+1)x^3 - (2020+1)x^2 + (2020+1)x - 1000
f(x)= x^5 - 2020x^4 -x^4+2020x^3 +x^3-2020x^2-x^2+2020x +x-1000
f(2022)= 2022^5-2020.2022^4 -2022^4+2020.2022^3 +2022^3-2020.2022^2 -2022^2+2020.2022+2020-1000
f(2022)=2022^5-2022^5-2022^4+2022^4 +2022^3-2022^3 -2022^2+2022^2 +2022-2022-2022 +2022-1000=-1000
Vậy f(2022)=-1000
Tự làm 100%