https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o en-us 2023-03-05 17:37:52 UTC 2023-03-05 18:23:36 UTC hello@padlet.com angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504078037 2023-03-05 17:46:23 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504078037 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504081712 It is an equation in which, when simplified, its greatest exponent will always be 2, this in the case of the unknown]]> 2023-03-05 17:52:57 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504081712 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504082449 An equation that is presented with the following expression ax2 + bx + c = 0 will turn out to be a quadratic equation]]> 2023-03-05 17:54:22 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504082449 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504084379 2023-03-05 17:57:58 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504084379 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504085585 They are those in which the term that is considered principal or quadratic lacks a coefficient. In this case it is understood that the coefficient is 1. This equation must be written as follows: x2 + px + q = 0.]]> 2023-03-05 18:00:24 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504085585 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504086667 Those that do not have an independent term are represented as follows: ax2 + bx = x(ax + b) = 0. In this we see that the root is: x = 0 or ax + b = 0. This means that it is x1 = 0; x2 = - ba]]> 2023-03-05 18:02:03 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504086667 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504088090 These types of quadratic equations are those that appear with a coefficient known as the coefficient of the first degree. It also contains an even number 2m, the entire equation must be represented as follows: ax2 + 2mx + n = 0]]> 2023-03-05 18:04:52 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504088090 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504090380 This is a type of quadratic equation that occurs with a leading coefficient of 1. As we see that the linear coefficient is an even number, it must be represented as follows: x2 + 2mx + n = 0. In this case its root is the following x1,2 = -m m2 -n]]> 2023-03-05 18:08:39 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504090380 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504092939 2023-03-05 18:13:14 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504092939 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504093617 In this case, in order to apply this method, the quadratic equation must be totally equal to zero (0). Then you can continue expressing the other side of the same equation. This is the one that is not zero, but in this case present it as one of the products of the factors.]]> 2023-03-05 18:14:20 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504093617 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504094404 For example: x2 + 2x - 8 = 0 a = 1, b 0 , c = -8]]> 2023-03-05 18:15:38 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504094404 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504094978 To apply this method in solving quadratic equations, it is important to know how to use its property]]> 2023-03-05 18:16:42 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504094978 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504095167 Esta es la propiedad de la raíz cuadrada que dice que en todo los casos para un número real K, la ecuación será x2 = k es equivalente]]> 2023-03-05 18:17:04 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504095167 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504096238 This method involves finding a third term of a perfect square trinomial. This is done when the two in front are known. The trinomials are as follows: x2 + bx + ?]]> 2023-03-05 18:19:04 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504096238 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504096539 That last term in a perfect square trinomial is the one that belongs to the half square that belongs to the coefficient of the same middle term. Then we have two perfect squares in which the first two terms would be x2 + bx is:

X2 + bx + b22.]]> 2023-03-05 18:19:37 UTC https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504096539 angelsalvadorarreolaaguilar https://padlet.com/angelsalvadorarreolaaguilar/ecbz8rqoytkrij0o/wish/2504097813 Anton, A. (2020, junio 24). Ecuaciones cuadráticas (qué son, tipos y cómo resolverlas con ejemplos). Estudianteo. https://estudianteo.com/matematicas/ecuaciones-cuadraticas/

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