Q&A

How many combinations can 20 make?

How many combinations can 20 make?

The number of combinations that are possible with 20 numbers is 1,048,575.

How many possible outcomes can come from a certain number of switches?

There are two possible values for each switch. As there are 4 switches , the total number of permutations or unique combinations are 2^4=16.

How many combinations can 22 people make?

Upon simplification 705432 ways.

How many combinations of 5 switches are there?

question_answer Answers(1) Sol: The total combination of can a panel of five on-off switches be set is = 25 = 32 .

How many different combinations of ABCD are there?

Total possible arrangement of letters a b c d is 24.

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How many combinations of 24 numbers are there?

The number of combinations possible with 24 numbers is 16,777,215.

How do you find the number of possible permutations of a switch?

Consider one switch, the possible permutations are either 1 or 0. For two switches, first fix a value for the first switch (lets fix it on 0), so the possible permutations are (0,0) and (1,0). Now, fix the first switch with the value 1, then the possible permutations are (0,1) and (1,1), the number of permutations is double.

How many possible combinations can be made with 4 switches?

She was able to accomplish all of this with just $250 to start! There are two possible values for each switch. As there are 4 switches , the total number of permutations or unique combinations are 2^4=16.

How many permutations of a 4-digit code are there?

As there are 4 switches , the total number of permutations or unique combinations are 2^4=16. I was verifying the formula when I accidentally found your exact case on line at: Combinations and permutations (Pre-Algebra, Probability and statistic) – Mathplanet “… A code have 4 digits in a specific order, the digits are between 0-9.

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Which switch has exactly one switch to its right?

Switch the right-most switch which has exactly one “on” switch to its right. 0011 — The 2nd right-most has exactly 1 1 to its right. 0110 — the 3rd switch has exactly 1 1 to its right. 0101 — the 2nd right-most has exactly 1 1 to its right.