Desde el génesis de Excel 2.0 en 1987 hasta ahora el Excel 2016 lo básico de este programa de hojas de cálculo se ha quedado con cierta constancia: números, filas, columnas, funciones, fórmulas y celdas maniobradas con una base de matemática. Poco a poco se incrementaron las características y capacidad con la barra de herramientas.
Al decir
spreadsheet hoy en día un piensa en Excel pero este gigante de Microsoft Office
tenía rivales como Lotus 1-2-3 y hoy como Calc, Google Spreadsheets, y KCells.
Todos son más o menos compatibles y trabajan para hacer el mundo de la
matemática más fácil y expeditivo.
No todos
amamos el mundo del cálculo pero si uno le pone alegría al aprender Excel
podría ser una gran actualización para la carrera.![](data:image/png;base64,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)
La hojas de calculo en este caso excel es uno de los programas que mas se utiliza en todo el mundo ya que podemos organizar de manera muy fácil y rápida los datos que deseamos introducir en este programa, ademas de caracterizarse por ser un programa de calculo mediante funciones que este programa ya tiene establecido o que podemos nosotros modificar, la cual puede ir desde una formula básica a una mas compleja que nos permita determinar cierto resultados para la toma decisiones.
ReplyDeleteConsidero que es una aplicación de mucha utilidad, nos proporciona muchas facilidades para elaborar una información y como dices muchas veces nos olvidamos de cómo hacer cálculos sencillos, tal vez porque simplemente no nos gusta, pero una ventaja de la hoja de cálculo es que nos recuerda cómo aplicar ciertas formulas para que el trabajo que elaboramos siga su curso y se pueda presentar de forma correcta, es como si hubiera alguien que te indique que lo estás haciendo bien o que estas fallando en cierto momento.
ReplyDelete