Answer:
C) 10.101
Step-by-step explanation:
A "terminating" decimal is a decimal number for which you can write all of the digits without using any symbols.
The overline symbol above the 3 and 6 in ...
[tex]10.\overline{3}\\100.\overline{6}[/tex]
indicates those digits repeat forever. They are "repeating" decimals, and also non-terminating decimals. You cannot write their exact value completely as a decimal number. (Both can be written exactly as fractions.)
The square root symbol is used to show the exact value of ...
[tex]\sqrt{10}[/tex]
because that irrational number cannot be written exactly as a decimal. Its decimal fraction goes on forever without repeating.
__
The number 10.101 is complete as it stands. The decimal fraction terminates after 3 digits. There are no more digits, and the value is exact. It can be described as a "terminating decimal."
