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Not sure your question makes much sense - to me at any rate.
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Not sure your question makes much sense - to me at any rate.

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Thanks for the tip. <br />
If BigDecimal is not used, there is anything we can do with &quot;double&quot; to test the digit limit for &quot;double&quot; after the decimal point? The reason is that many math functions only deal with &quot;double&quot;, but not BigDecimal. &nbsp;We want to keep the precision as high as possible.
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Thanks for the tip.
If BigDecimal is not used, there is anything we can do with "double" to test the digit limit for "double" after the decimal point? The reason is that many math functions only deal with "double", but not BigDecimal.  We want to keep the precision as high as possible.

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Would like to print out max digits for a variable (data type double). For example,<br />
double d1 = 100.0123456789012345678901<wbr />2345678901<wbr />2345678901<wbr />23456789<br />
double d2 = &nbsp;2.0<br />
How to print out d1/d2, which still keeps exact answer?<br />
<br />
Another one:<br />
d1 = 1.0; d2 = 3.0<br />
How to print out the digits of d1/d2 as many as possible for this data type?
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Would like to print out max digits for a variable (data type double). For example,
double d1 = 100.01234567890123456789012345678901234567890123456789
double d2 =  2.0
How to print out d1/d2, which still keeps exact answer?

Another one:
d1 = 1.0; d2 = 3.0
How to print out the digits of d1/d2 as many as possible for this data type?

how print out all digits after decimal point for a variable (data type double) in java?

Java is a platform-independent, object-oriented programming language and run-time environment, designed to have as few implementation dependencies as possible such that developers can write one set of code across all platforms using libraries. Most devices will not run Java natively, and require a run-time component to be installed in order to execute a Java program.

Java

An algorithm is a self-contained step-by-step set of operations to be performed. Algorithms exist that perform calculation, data processing, and automated reasoning. Starting from an initial state and initial input (perhaps empty), the instructions describe a computation that, when executed, proceeds through a finite number of well-defined successive states, eventually producing "output" and terminating at a final ending state. The transition from one state to the next is not necessarily deterministic; some algorithms, known as randomized algorithms, incorporate random input.