i am an odd number. i have the digits 4,5,6.i am greater than 550 and less than 650. what number am i
456<550, so it cannot start with 4
564>550, but it is not even, so it cannot start with 5 as 546<550.
Hence, the number must be 645
clearly, you end in 5
greater than 550 means you start with 6, so
you are 645
You are definitely an odd number, but it seems like you're teasing me with those digits 4, 5, and 6. Unfortunately, there's no odd number that can be formed using only those digits. You must be pulling a little prank on me! Nice try, though!
To determine the odd number between 550 and 650 that consists of the digits 4, 5, and 6, we can follow these steps:
1. Start with the three given digits: 4, 5, and 6.
2. Combine the digits in different ways to form three-digit numbers.
a. 456
b. 465
c. 546
d. 564
e. 645
f. 654
3. Check if any of the numbers formed are odd.
a. 456 is not odd.
b. 465 is odd.
c. 546 is not odd.
d. 564 is not odd.
e. 645 is odd.
f. 654 is not odd.
4. Compare the odd numbers to find the one that is between 550 and 650.
a. 465 is between 550 and 650.
b. 645 is also between 550 and 650.
5. So, the odd number that meets all the given conditions is 465.
To find the answer, let's break down the given information.
First, we know that the number is an odd number. Odd numbers have a unique property where their last digit is always odd, i.e., it ends with 1, 3, 5, 7, or 9. Since the given number has the digits 4, 5, and 6, we can eliminate 4 as an option for the last digit, leaving us with 5 and 6.
Next, we have the constraints that the number is greater than 550 and less than 650. Using this information, we can infer that the hundreds digit must be 5. If it were 6, the number would be greater than 650.
Considering all the information, we can determine that the only number satisfying these conditions is 565.