1) 1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) = c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) = c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =
1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) = c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) = c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =
1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
1) Efetue as divisões: a) ( 12x² - 8x) : (+2x) = b) (3y³ + 6y²) : (3y) = c) ( 10x² + 6x) : (-2x) = d) (4x³ - 9x) : (+3x) = e) ( 15x³ - 10x²) : (5x²) f) (30x² - 20xy) : (-10x) g) (-18x² + 8x) : (+2x) h) (6x²y – 4xy²) : (-2x)
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) = c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =
2) Efetue as Divisões: a) ( x³ + 2x² + x ) : (+x) = b) (x² + x³ + x⁴) : (+x²) = c) (3x⁴ - 6x³ + 10x²) : (-2x²) = d) (x⁷ + x⁵ + x³) : (-x²) = e) (3x²y – 18xy²) : (+3xy) = f) (7x³y – 8x²y²) : (-2xy) = g) (4x²y + 2xy – 6xy²) : (-2xy) = h) (20x¹² - 16x⁸ - 8x⁵) : ( +4x⁴) = i) (3xy⁴ + 9x²y – 12xy²) : (+3xy) =