Tentukan hasil pemangkatan aljabar berikut (-7a)² (8a²b⁴)³ (-4p³q²r)³ (5p⁴q²r³)⁴ (x-10)³ (3x+4)² (5x-7)² (-7x+3)² (2p²+15)² (-6p²-5q)² (8p²+3p)² (7p²-4p)² (2m-½

(-7a)² = 49a²

(8a²b⁴)³ = 192 a^6 b¹²

(-4p³q²r)³ = - 64 p^9 q^6 r³

(5p⁴q²r³)⁴ = 625 p^16 q^8 r¹²

(3x + 4)² = (3x)² + 2.4.3x + (4)² = 9x² + 24x + 16

(5x - 7)² = (5x)² + 2.(-7).5x + (-7)² = 25x² - 70x + 49

(-7x + 3)² = (-7x)² + 2.3(-7x) + (3)² = 49x² - 42x + 9

(2p² + 15)² = (2p²)² + 2.15.2p² + 15² = 4p⁴ + 60p² + 225

(-6p² - 5q)² = (-6p)² + 2(-5q)(-6p²) + (-5q)² = 36p² + 60p²q + 25q²

(8p² + 3p)² = (8p²)² + 2.3p.8p² + (3p)² = 64p⁴ + 480p³ + 9p²

(7p² - 4p)² = (7p²)² + 2.4p.7p² + (-4p)² = 49p⁴ + 56p³ + 16p²

(2m - ½)² = (2m)² + 2.(-½).2m + (-½)² = 4m² - 2m + ¼

(4m + 1/m)² = (4m)² + 2.(1/m).4m + (1/m)² = 16m² + 8 + 1/m²

(3m - ½m)² = (3m)² + 2.½m.3m + (½m)² = 9m² + 3m² + ¼m²