Expresar en notación científica

En notación científica 0.0004 se escribe 4.0 x 10-4. 5. Por cada potencia de 10, movemos el punto decimal un lugar hacia la derecha, Ten cuidado aquí y no te dejes llevar por los ceros — el número de ceros después del punto decimal siempre será 1 menos que el exponente.
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[/img]