Question 60

The number of baseball games in a season is an example of integer data.

Integer data refers to whole numbers without any fractional or decimal component. The number of baseball games in a season is a countable figure that represents a complete quantity, making it a clear example of this data type.

A) A single keystroke from a standard keyboard

This option represents a character input rather than a numerical value. A keystroke does not quantify any integer data and is therefore not relevant in the context of integer data types.

B) Whether a bank account does or does not have money in it

This option indicates a binary state (yes or no), which is more appropriately classified as a Boolean value rather than an integer. It does not represent a numerical value that can be counted or measured in whole numbers.

C) The number of baseball games in a season

This is the correct answer as it is a definitive count of games, expressed as a whole number. Integer data is characterized by its ability to represent complete, countable values without any decimals, making this option entirely suitable.

D) An approximation of pi as 3.14159

This option involves a decimal value, which cannot be classified as an integer. Since integers are whole numbers, the approximation of pi does not fulfill the requirements of this data type.

Conclusion

The number of baseball games in a season exemplifies integer data because it is a whole number representing a quantifiable count. Options A, B, and D fail to meet the criteria for integer data, with A being a non-numerical input, B being a Boolean value, and D representing a decimal approximation. Only option C accurately reflects the definition of integer data.