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Why does an addition problem that has a 4 digit addends could have a 5digit sum?

What is the sum of greatest 3-digit 4-digit 5digit


What are an addition sentence that uses the same digit for both addends and the sum?

0+0 = 0


What are 6 digit numbers with 6 addends in their expanded form?

yes.


How can you write two 5-digit addends for an estimate of 60000?

60005


Why can't 4 two-digit addends be greater than 400?

404


How do you use the digit's 0-9 once to make an addition problem with the sum of 270?

201+69


How do you make a 3 digit addition problem using 1-9 only once?

To create a three-digit addition problem using the digits 1-9 exactly once, choose two three-digit numbers where each digit is unique. For example, you can use 123 and 456. The sum would be 579, which also uses the digits 5, 7, and 9, ensuring that all digits from 1 to 9 are utilized without repetition.


In these addends each letter represents a single digit Find the numbers CENT plus Cent plus Scent equals 35128?

SCENT = 18376


Do all six digit numbers have six addends in their expanded form?

Yes, all six-digit numbers can be expressed in expanded form with six addends, where each addend represents a digit multiplied by its place value. For example, the number 345678 can be expanded as (300000 + 40000 + 5000 + 600 + 70 + 8). However, if a digit is zero (e.g., in the number 305678), the corresponding addend would be zero, but it still counts as part of the six-digit structure. Therefore, while there may be zeros in the expanded form, the representation will always consist of six parts corresponding to the six digits.


Each letter is this addition problem represent a different digit What is the value of each letter send more money?

what is more fisrt because i have money- send= more so i have to figure that out


Which is an estimate of 4?

There is usually little point in estimating a 1 digit number for multiplication or division. For addition, or subtraction, you could use 0.


Can you give me a good topic for math research?

Single digit addition.