Ответ:
101
Объяснение:
x¹⁰⁰=x¹⁰⁰-1+1=(x-1)(x⁹⁹+x⁹⁸+...+x+1)+1=(x-1)(x⁹⁹-1+x⁹⁸-1+...+x-1+100)+1=
=(x-1)[(x-1)f₉₉+(x-1)f₉₈+...+(x-1)f₁+100)+1=(x-1)²(f₉₉+f₉₈+...+f₁)+100(x-1)+1=
=(x-1)²F(x)+100x-99
R(x)=100x-99
R(2)=101
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Ответ:
101
Объяснение:
x¹⁰⁰=x¹⁰⁰-1+1=(x-1)(x⁹⁹+x⁹⁸+...+x+1)+1=(x-1)(x⁹⁹-1+x⁹⁸-1+...+x-1+100)+1=
=(x-1)[(x-1)f₉₉+(x-1)f₉₈+...+(x-1)f₁+100)+1=(x-1)²(f₉₉+f₉₈+...+f₁)+100(x-1)+1=
=(x-1)²F(x)+100x-99
R(x)=100x-99
R(2)=101