Resistor series # 2 : ResistorColors

[emcoding]

The ResistorColor exercise is meant as the start of a series of resistor decoding exercises.
Here's number 2: the Resistor Significants exercise.

For this exercise, a given input represents the colors of the first 2 bands of a resistor, for instance ['brown', 'black'] and should return the combined number value 10.

This are real life examples of such color combinations:

translated to tests:

• brown and black -> 10
• orange and orange -> 33,
• blue and grey -> 68
• yellow and violet -> 47

About the naming:
The two first bands of resistors are also referenced to as 'significant figures'. The other bands have a different meaning (number of zeros, percentages).

[Smarticles101]

How many are planned for the series?

[emcoding]

That's not decided. I added a link to the original post with the description of the series. 👍

[gabriel376]

I was going to create this very same issue.
I think the Resistor Color Problem is too simple and should contain series like real-world examples. I just solved it for Java and I am going to implement it for Python track (see exercism/python#1680)
I don't think we should create a new Resistor Series Problem. Instead, we can add more cases to canonical data (and update test cases for all tracks).

[ErikSchierboom]

Instead, we can add more cases to canonical data

While I understand this sentiment, I don't think we should do this. Yes, the exercise is very simple, but that is also exactly its goal: to be a simple array exercise. If a track decides that it is too basic, they are of course free not to implement this exercise. For some tracks though, it might be the best array introduction exercise.

[gabriel376]

Looking through this point of view, Resistor Color as a simple introduction to arrays, it does make sense to keep as it is and create additional exercises that explores more in-depth the use of arrays.

[emcoding]

Katrina wrote:

To be honest, I find this exercise really difficult to understand. I don't know anything about resistors, and reading through this I am having a bit of anxiety trying to get past the unfamiliar jargon to figure out what I actually would have to do to solve it.

That's not good!! Thanks for catching that.

It's my bad, because I utterly enjoy diving into domain specific language, and I like that in exercises too. (So, if we represent the polarities of the Exercism user in this regard, we may need to find a balance.)
I can think of two different directions, one leaning on the resistor domain but un-technologize it, one totally moving out of it.

If you would build anything with a Raspberry Pi or an Arduino, one of the first components you need are resistors. In this exercise, it doesn't matter what a resistor is or does, the only thing that matters here is that they come with different values. And that they are tiny. So tiny, that it's hard to read such a value if it were printed on the thing. To solve that, fabricators use color codes that reveals their value. Which is great, but it makes it hard to see the actual value.
You are going to solve this with a program that you can feed two colors, and it will translate the color to a number. For instance "brown" and "black" are code for 1 and 0, and together they represent the value 10.
The color codes are:
...

OR
2)
Your client is a necklace designer who uses 10 colors of beads, that they use in pairs of 2. They want to keep track of all the color pairs they use in each design, but it's way too much work to write down all the colors all the time. So they use a 'color code', where each color has its own number.
You write a program for them to quickly translate the colors to a number, such that 'orange' and 'orange' translates to '33'.
The color codes are:
...

Is this the direction you're thinking @kytrinyx ?

[kytrinyx]

In this exercise, it doesn't matter what a resistor is or does, the only thing that matters here is that they come with different values. And that they are tiny. So tiny, that it's hard to read such a value if it were printed on the thing.

I love it. This would actually totally solve the problem for me.

I think... let's use your new description for now, and we can think about more storifying later!

[emcoding]

Cool! Thanks

[pgaspar]

Also appreciate the less technical description! 🙌

[rpottsoh]

I like one. I don't like two.

While one is less technical it is still accurate and is still relateable to a real life situation 👍 . Two feels too contrived. Why does it matter that orange and orange is 33 in relation to beads? In terms of resistors, from one I don't know what 33 means either, but I know we are talking about resistors so 33 has something to do with the characteristics of a resistor. I don't get any sense how 33 is a characteristic of a couple of beads in two...

My opinion may also be biased (pun intended, resistor humor) since I know what resistors are.