Subset Calculator

Subset Calculator

A subset calculator is utilized to find all the possible subsets of the given set. It gives you step-by-step and precise outcomes.

A subset is a set formed from another set, all elements of the subset are also elements of the original set. For instance, if we have a set A = {a, b, c}, the subsets of  set A are {}, {a}, {b}, {c}, {a, b}, {a, c}, {b, c}, and {a, b, c} as shown in diagram.

How to use our Subset Calculator

Here are the steps to calculate the subset:

Step 1: Input Your Set: 

Begin by entering the elements separated by commas of your set in the given input field. 

Step 2: Calculate: 

When your set is placed, click the submit button to get your output.

Example:

Consider set A = { 6, 8, 2 }

Solution:

Subsets: { }, {6}, {8}, {2}, {6,8}, {6,2}, {8,2}, {6, 8, 2}

Subset cardinality counts:

1 subset with 0 elements.

3 subsets with 1 element.

3 subsets with 2 elements.

1 subset with 3 elements.

FAQs

How large can the input set be?

You can process large sets, but huge ones may slow the processing time.

Is there a limit to the number of subsets the calculator can generate?

The number of subsets is 2^n, where n is the number of elements in the set. For large n, this can result in a vast number of subsets.

Are there any costs associated with using the subset calculator?

Our calculator is completely free to use. You can access all its features for completely free.

What happens if I input duplicate elements?

If you include duplicate elements in the set, the subset calculator considers them as a single element, guaranteeing distinct subsets. For instance, if you input {2, 1, 2} the calculator will interpret it as {2, 1). This implies that the resulting subsets will not contain any repetitions caused by duplicates. As a consequence, you'll obtain a comprehensive collection of distinct subsets without any repetition.