Which of the following statements is true regarding numbers to the right of the decimal point?

The statement is true because numbers to the right of the decimal point are indeed referred to by different terminology than whole numbers. In decimal notation, these numbers represent fractional parts of a whole and are classified as decimal fractions. For example, in the number 2.5, the "5" is in the tenths place, indicating it is five-tenths or one-half of a whole. This is distinct from whole numbers, which do not include decimal points or fractions. Understanding this distinction is important in mathematics, as it influences how numbers are manipulated and interpreted in calculations.

Terminology associated with numbers to the right of the decimal includes terms like "tenths," "hundredths," and "thousandths," which help specify their value based on their position. Identifying and distinguishing these terms is crucial for proper mathematical communication and understanding.