Răspuns :
3×(2^5+2^4-2^3)+[25^10-(5^5)^4]:(3^100 - 2^100) =
= 3×2^3×(2^2+2^1- 1)+(5^20-5^20):(3^100-2^100) =
= 3×8 × (4+2-1) + 0:(3^100-2^100) =
= 24 × 5 + 0 =
= 120
= 3×2^3×(2^2+2^1- 1)+(5^20-5^20):(3^100-2^100) =
= 3×8 × (4+2-1) + 0:(3^100-2^100) =
= 24 × 5 + 0 =
= 120
3(2⁵+2⁴-2³)+[25¹⁰-(5⁵)⁴]:(3¹⁰⁰ - 2¹⁰⁰) =
= 3·2³·(2²+2-1)+(5²⁰-5²⁰):(3¹⁰⁰-2¹⁰⁰)
= 3·8 × (4+2-1) + 0:(3¹⁰⁰-2¹⁰⁰)
= 24 × 5 + 0
= 120
= 3·2³·(2²+2-1)+(5²⁰-5²⁰):(3¹⁰⁰-2¹⁰⁰)
= 3·8 × (4+2-1) + 0:(3¹⁰⁰-2¹⁰⁰)
= 24 × 5 + 0
= 120