A)_3x - ( - 11 - 4) + 2x = (6 - 4x) b)_4x - [ - 3 + (x + 5 - 2) + 6] = [ - (2x + 5 - 6)] c)_7x - {6 - [3x + 7 - 2x) - 4]} = 14 - {5 - [6x + (x - 8)]} d)_(5x - 3) + (7x - 1 + x) - (18 + x) = - [3 + (5 - x)] PD : con verificación porfavor.
3x - ( - 11 - 4) + 2x = (6 - 4x)
3x( - 15) + 2x = 6 - 4x - 45x + 2x = 6 - 4x - 43x = 6 - 4x - 6 = - 4x + 43x - 6 = 39x - 6 / 39 = x - 2 / 13 = x
4x - [ - 3 + (x + 5 - 2) + 6] = [ - (2x + 5 - 6)]
4x - [ - 3 + (x + 3) + 6] = [ - (2x - 1)]
4x - [ - 3 + x + 3 + 6] = [ - 2x + 1]
4x - [ + x + 6] = - 2x + 1
4x - x - 6 = - 2x + 1
3x - 6 = 2x + 1
3x - 2x = 1 - 6
x = - 5
7x - {6 - [3x + 7 - 2x) - 4]} = 14 - {5 - [6x + (x - 8)]}
7x - {6 - [x + 7 - 4]} = 14 - {5 - [6x + x - 8]}
7x - {6 - [x + 3]} = 14 - {5 - [7x - 8}
7x - {6 - x - 3} = 14 - {5 - 7x + 8}
7x - {3 - x} = 14 - {13 - 7x}
7x - 3 + x = 14 - 13 + 7x
8x - 3 = 1 + 7x
8x - 7x = 1 + 3
x = 4
(5x - 3) + (7x - 1 + x - (18 + x) = - [3 + (5 - x)]
5x - 3 + (8x - 1 - 18 - x) = - [3 + 5 - x]
5x - 3 + 8x - 1 - 18 - x = - 3 - 5 + x
12x - 22 = - 8 + x
12x - x = 22 - 8
11x = 14
x = 14 / 11.
Ax + bx - cx + ay + by - cy x(a + b - c) + y(a + b - c) x²m² + x²t² + y²m² + y²t² x²m² + y²m² + x²t² + y²t² m²(x² + y²) + t²(x² + y²) w² + 3w² - t³ - 3t² 4w² - t³ - 3t² w²(4) + t²( - t - 3) 5a²x + 3a²y - 5b³x - 3b³y…
Encontrar dy / dx de : ( x ² + y ² )⁶ = x ³ - y ³ Solución : ( x ² + y ² )⁶ = x ³ - y ³ Derivando : (OJO : dy / dx = y' ) 6(x² + y²) ^ 5 . (x² + y²)' = 3x² - 3y². Y' 6(x² + y²) ^ 5 . (2x + 2y. Y' ) = 3x² - 3y². Y' *…
Resolver : (ax + bx + cx) / x = Sacamos factor comun x [x(a + b + b)] / x = Simplificamos la x a + b + c Respuesta. (ax + bx + cx) / x = a + b + c.
X / 13 = 5. 2 x = 5. 2×13 x = 67, 6 Verificación : 67, 6 / 13 = 5, 2 R / / El valor de x es 67, 6. Espero que sirva! Saludos!
6. factorizar : x²y²(a - b) - x²y³(a - b) Rpta : x²y²(a - b) (y - 1).