What is 3/16 in decimal form?
Understand the Problem
The question is asking to convert the fraction 3/16 into its decimal form, which involves dividing the numerator by the denominator.
Answer
$ 0.1875 $
Answer for screen readers
The decimal form of the fraction $ \frac{3}{16} $ is $ 0.1875 $.
Steps to Solve

Setting up the division
To convert the fraction $ \frac{3}{16} $ into decimal form, we need to divide the numerator (3) by the denominator (16). 
Performing the division
We can set it up as $ 3 \div 16 $. Since 3 is less than 16, we will start with 3.0 (i.e., 30 tenths) to perform the division. 
Calculating the first decimal place
Calculating $ 30 \div 16 $ gives us 1 (since 16 fits into 30 once). We have a remainder of $ 30  16 = 14 $(so now we're looking at 14 tenths).

Continuing to the next decimal place
Next, we take the remainder 14, bringing down another 0 to get $ 140 $. Now perform $ 140 \div 16 $, which goes 8 times (since $ 16 \times 8 = 128 $).
 The new remainder is $ 140  128 = 12 $.

Finding further decimal places
We then bring down another 0, resulting in $ 120 $. Now calculate $ 120 \div 16 $, which gives 7 (since $ 16 \times 7 = 112 $).
 This time the remainder is $ 120  112 = 8 $.

Continuing the process
Bring down another 0 to work with $ 80 $. Calculate $ 80 \div 16 $, which fits exactly 5 times (since $ 16 \times 5 = 80 $).
 This leaves us with a remainder of 0.

Writing the final result
Combining our results, we find that $ \frac{3}{16} $ equals $ 0.1875 $.
The decimal form of the fraction $ \frac{3}{16} $ is $ 0.1875 $.
More Information
When converting fractions to decimals, it's common to continue finding decimal places until the division is complete or you reach a repeating decimal. In this case, $ 0.1875 $ is a terminating decimal.
Tips
 A common mistake is to forget to bring down additional zeros, which can lead to incorrect decimal places.
 Some may also misunderstand how to divide when the numerator is smaller than the denominator—remember, you can always add decimal zeros.