I am currently working on a JavaScript mathematics package that focuses on rounding to different significant figures (S.F.), but I have encountered a problem that is proving challenging to solve.
Before delving into the issue, let me provide some background information.
The program is designed to randomly select a number within a specified range and then automatically determine the number's relevant significant figures. For example:
Random Number: 0.097027
S.Fs: 9, 7, 0, 2, 7
Below is a screenshot illustrating what I have developed:
Once the user selects a number, they can click on one of four 'SF' buttons to view the random number rounded to 1, 2, 3, or 4 S.Fs respectively.
For each S.F (1-4), the random number is rounded down, rounded up, and rounded off to X SF with a scale provided below for visual representation explaining why the SF value has been chosen by the program.
I have already written most of the code for this and conducted testing where the numbers are aligning well with expectations – almost...
In the example given (0.097027), the data for 4 S.F is correct and accurately outputted as shown in the image included.
However, when clicking on the 3 SF button, the expected output should be:
Random Number: 0.097027
3 S.F Rounded Up/Down/Off: 0.0970
But what I actually see is:
Random Number: 0.097027
3 S.F Rounded Up/Down/Off: 0.097
This scenario exemplifies an instance where a zero at the end of a number is pivotal and must be displayed, yet my program fails to do so.
While the data is generally accurate, there seems to be an issue with displaying significant zeros when necessary. I have explored the toFixed(x) method and discovered that using toFixed(4) yields the required output. As my numbers are generated randomly each time, they can range from 5 figures (e.g., 89.404) to more than 10 figures (e.g., 0.000020615).
Hence, it appears that the toFixed method needs to be dynamic and flexible, such as using toFixed(n) with a preceding function determining the exact number of trailing zeros required.
Here are key excerpts from my current solution for your review:
// Functions and code snippets
...
Update:
I am still actively seeking a solution to this issue. One recent approach involves converting the randomly generated number into a searchable string variable, then utilizing indexOf(".") to locate the decimal point position.
By searching through the number from the decimal point onward, I aim to identify the first non-zero significant number [1-9].
// Code snippet demonstrating search and identification process
...
Subsequently, I narrow down the search to detect any problematic zeros immediately following the initial significant digit. If found, I set a Boolean variable to true and create additional text strings for rounded-off/down/up numbers, allowing for the addition of a zero if needed.
While this method works in certain cases, it does not address all scenarios due to the varying length of random numbers (5-12 digits). Perhaps developing a dynamic toFixed(i) function could offer a more comprehensive solution. Any suggestions are greatly appreciated.