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You aren't specific enough, but the general answer is:

Any integer greater than 5 that ends in a 4 or 9.

Explanation: Any multiple of 5 will end in a 0 (zero) or 5. So, add 4 to both out comes (0+4) and (5+4) and the answer is any number greater than 5 that ends in a 4 or 9.

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Q: When you divide number by 5 my remainder is 4?
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Related questions

Is it possible to divide a number by 4 and get a remainder of 5?

No.


What number can you divide by 5 and have 4 as the remainder?

24


Find the smallest number that meets all of these conditions divide the number by 5 remainder 3 divide the number by 8 remainder 2 divide the number by 9 remainder 4?

58


When you divide the number by 5 the remainder is 4?

this does not make sense. What number?


What number am i when you divide me by 5 the reminder is 4?

5 will go into 9 once with a remainder of 4.


What number do you divide by five and the remainder is 4?

it is 24, 24 divide by five is 4 with a remainder of four. 24 divided by 5= 4 =20 +4= 24


What is the largest remainder if the divisor is 5?

Well, darling, when you divide any number by 5, the largest remainder you can get is 4. Why? Because when you divide by 5, the remainders can only be 0, 1, 2, 3, or 4. So, if you wanna keep it simple and sassy, the largest remainder with a divisor of 5 is 4.


What is the whole number remainder you can divide by 5?

Your question's meaning eludes me. You can divide any number by 5, whether or not it is a remainder, and why would you want to divide a remainder by 5 anyway?


What remainders are possible when you divide a number by 4 by 6 OR by 9?

assume dividing into whole number if you divide by 4 then remainder will be 0,1,2, or 3 by 6 then remainder will be 0,1,2,3,4 or 5 by 9 then remainder will be 0,1,2,3,4,5,6,7 or 8


How do you divide my number by 5 the remainder is 4?

Any number of the form 5n+4 where n is an integer.


The number you are thinking of is between 12 and 32 when you divide it by 5 it leaves a remainder of 1 when i divide it by 4 it leaves a remainder of2?

To find the number, we need to consider the remainders when the number is divided by 5 and 4. Let's denote the number as x. From the information given, we have two equations: x ≡ 1 (mod 5) and x ≡ 2 (mod 4). By solving these congruences simultaneously using the Chinese Remainder Theorem, we find that x ≡ 21 (mod 20). Therefore, the number you are thinking of is 21.


When you divide by 5 the remainder is 4?

When you divide by 5, the remainder can be 0, 1, 2, 3, or 4, but no more than 4.