I’ve been told that’s a really good way to think about a question, but I’m not sure I’ve ever heard it used in a question. This is the question I’ll use.
Let me explain. In maths it would be like saying you have a really really good idea about a problem you need to work on, and you dont care which direction you move from because you know your solution is really good.
So in this case you are trying to find the difference between two numbers, which is simply the largest you can get without double-counting. So if you have 9, which is a positive number, and 6, which is a negative number, you can’t have a solution, because there isnt enough of a difference to make a difference. In this case, you can only get to a negative number by adding 2 to the negative value.
Yes, but the reason it’s negative is because the negative number is a positive number. So when you add 2 to a negative value it means that you cannot get to the negative number. To get to the negative number you have to add 2 to the negative value. So when you add 2 to 6 the negative value is negative and you cant get to the positive number. In this case, you can only get to the negative number by subtracting 2 from the negative value.
the fact is that the negative number is a positive number. So when you add an 2 to the negative value it means it is not positive. It can only get negative when it is positive.
We can use this fact to get to the negative number by adding a 2 to a negative number. For example, 5 + 2 = 7. 5 = -1. And 2 + -1 = -2. So if we add a 2 to 7, it becomes negative again.
The only positive number is 1. So the problem is that you can’t add 2 to 1, but you can add 2 to negative number (7) and it becomes positive.
One way to solve this is to add the negative number to the positive number. So let’s say we’re adding 2 to negative number 7. We’ll add that negative number to the positive number, so it becomes negative. So if we add 2 to 7, it becomes negative again.
Adding a negative number to a positive number is the same as adding a positive number to a negative number, so it should solve our problem. And the next step is to write that minus to a minus, so it becomes positive. So if we add a minus, it becomes positive again. But we cant add a – to a positive number. So once we figured that out we can add a minus to negative number 7, which now becomes positive.