Claim: “If we add two decimal numbers, then the sum will always be greater than the sum of their whole number parts. Also, the sum will always be less than 2 more than the sum of their whole number parts.”
What do you think about this claim? Verify if this is true for these numbers. Will it work for any \(2\) decimal numbers?
Ans 1:
Verification (Ans 2):
| Number \(1\) | Number \(2\) | Sum of numbers | Sum of whole parts | Is sum \(\ge\) whole parts? | Is sum \(<\) whole parts \(+ 2\) |
| \(25.936\) | \(8.202\) |
Ans 3: