Explicație pas cu pas:
= 10² × [(3¹⁷ + 2 × 3¹⁷)² ÷ 27¹¹ + 45⁰)]
= 10 × 10 × [(1 × 3¹⁷ + 2 × 3¹⁷)² ÷ 27¹¹ + 1)]
= 100 × [(1 + 2) × 3¹⁷)² ÷ 27¹¹ + 1)]
= 100 × [(3 × 3¹⁷)² ÷ (3³)¹¹ + 1)]
= 100 × [(3¹ × 3¹⁷)² ÷ 3^(3 × 11) + 1)]
= 100 × [(3^(1 + 17))² ÷ 3³³ + 1)]
= 100 × [(3¹⁸)² ÷ 3³³ + 1)]
= 100 × [3^(18 × 2) ÷ 3³³ + 1)]
= 100 × [3³⁶ ÷ 3³³ + 1]
= 100 × [3^(36 - 33) + 1]
= 100 × [3³ + 1]
= 100 × [27 + 1]
= 100 × 28
= 2800 ✓
