Question

Factorice las siguientes expresiones
${a}^{6} + {b}^{3 } = \\ 8 + 343 {x}^{12} = \\ 512 {h}^{9} + {i}^{3} = \\ \frac{125}{64} {s}^{15} + 1 =$
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Answer 1

Respuesta:

nosé jsnendndnfnmfowple

Answer 2

a) a⁶ + b³

a³×² + b³

(a²)³ + b³

(a² + b) × ((a²)² - a²b + b²)

(a² + b) × (a⁴ - a²b + b²)

b) 8 + 343x¹²

2³ + 7³x ³×⁴

2³ + 7³ + (x⁴)³

2³ + (7x⁴)³

(2 ×7x⁴) × (2² - 2 × 7x⁴ + (7x⁴)²)

(2 + 7x⁴) × (4 - 14x⁴ + 49x⁸)

c) 512h⁹ + i³

512h⁹ + i²+¹

512h⁹ + i² × i¹

512h⁹ - 1i

512h⁹ - i

d)$\frac{125}{64} s {}^{15} + 1$

$\frac{1}{65} \times (125s {}^{15} + 64)$

$\frac{1}{64} \times (5s {}^{5} + 4) \times (25s {}^{10} - 20s {}^{5} + 16)$