It when you show the actual orders.
A systematic list in math is an organized way of presenting elements or objects in a specific order, often used to ensure that no possibilities are overlooked. It typically follows a structured approach, such as listing all combinations or permutations of a set of items. Systematic lists are useful in problem-solving, probability, and combinatorics, as they help to visualize and count elements efficiently. For example, when generating all possible outcomes for a set of dice rolls, a systematic list ensures every combination is accounted for.
The "make an organized list" strategy in math involves systematically listing all possible outcomes or solutions to a problem in a clear and structured manner. This method helps to ensure that no possibilities are overlooked and can simplify the process of identifying patterns or making calculations. It is particularly useful in combinatorial problems, probability, and when solving complex word problems. By organizing information, it enhances clarity and supports more effective problem-solving.
Well, honey, there are 720 three-digit combinations using the numbers 0-9 without repetition. So, if you're looking for a list, you better grab a pen and start writing because I ain't got time to list them all out for you! Just remember, math is your friend, darling.
His
Oh, dude, you're asking me to do math now? Like, okay, fine. So, for a 3-number lock, you have 10 options for each digit (0-9), so it's 10x10x10, which is 1,000 possible combinations. There you go, math wizard.
i do notow kn
a tree diagram
its like 1/2 2/4 and it ceeps going
it a list or a group of all the possible answers to a question.
Well, honey, there are 720 three-digit combinations using the numbers 0-9 without repetition. So, if you're looking for a list, you better grab a pen and start writing because I ain't got time to list them all out for you! Just remember, math is your friend, darling.
His
the equal nukber would be 1000987654 but if you put it that way you will lose the stautus chart and it will mess you up i am a math teacher for 12 grade i know my stuff
There can be only one combination with four digits. Changing their order gives permutations, NOT combinations.The following are possible combinations:1 digit: 1, 4, 6.2 digit: 11, 14, 16, 463 digit: 114, 116, 146.
95040
nCr=n!/r!/(n-r)!
Oh, dude, you're asking me to do math now? Like, okay, fine. So, for a 3-number lock, you have 10 options for each digit (0-9), so it's 10x10x10, which is 1,000 possible combinations. There you go, math wizard.
biology