Answer:
neetu's statement is sometimes true
Explanation:
We are told that Neetu said the sum of −8 + d is always positive when the value of d is greater than 0.
Values of d that are greater than zero is a set of positive real numbers like 1,2,3....
Now, using d = 1, we will get;
-8 + 1 = -7
We can see that we got a negative number.
Using d = 2,we have; -8 + 2 = - 6
Again we got a negative number.
Now, by inspection, we will keep getting negative numbers until d = 7.
Thus, neetu's statement is not true for 0 < d < 8
Now,let's try d above 8. Let's use d = 9.
-8 + 9 = 1
This means from d > 8 and above we have the results as positive. Thus, neetu's statement is always true for d > 8
In summary, neetu's statement is sometimes true