In positional numbering systems, a digit's value is determined by the digit's position. For example, in the decimal system:

Digits in decimal integer $537$: $537$

Position of digit: $210$

Value of digit: $100101$

Digit $*$ value: $5*1003*107*1$

So$,5*100+3*10+7*1=500+30+7=537.$

To convert binary integer $110$ to decimal:

Digits in binary integer $110$: $110$

Position of digit: $210$

Value of digit: $421$

Digit $*$ value: $???$

What is the decimal equivalent of the binary integer $110?$ Enter your answer as a decimal integer without showing intermediate steps of your calculations.