Final answer:
An aggregated calculation can be multiplied by a non-aggregated constant to scale the aggregated value, commonly practiced in statistical analysis and algebra.
Step-by-step explanation:
Yes, an aggregated calculation can indeed be multiplied by a non-aggregated constant. This concept is utilized across various mathematical exercises, especially in statistical analysis and algebra. An aggregated calculation, such as the sum, mean, or median of a dataset, represents a single value.
Multiplying this value by a non-aggregated constant simply scales the aggregated value by that constant. For example, if we have an average daily temperature (aggregated calculation) for a month, and we want to convert it from degrees Celsius to Fahrenheit, we would multiply the Celsius temperature by a constant (1.8) and then add another constant (32) to complete the conversion.
Aggregation functions perform a calculation on a set of values and return a single value. For example, a measure that contains the values 1, 2, 3, 3, 4 aggregated as a sum returns a single value: 13.
for example: Write out the numbers in the group. In the example, assume the student's respective scores were 45, 30 and 10. Add together all the numbers in the group. In the example, 45 plus 30 plus 10 equals an aggregate score of 95.