Instead of 10 as the "reference number", we'll be using 100. So, we start by subtracting 100 from both numbers:
103 - 100 = 3
105 - 100 = 5
Next, you're not going to add either number's difference from the opposing number from the equation. In this example, you can either add 5 to 103 or 3 to 105 (you'll get the same answer either way):
5 + 103 = 108
or
3 + 105 = 108
This number is then multiplied by 100 (the new reference point we're now using):
108 * 100 = 10,800
The two differences are then multiplied together:
3 * 5 = 15
Finally, you add this number to the previous answer:
10,800 + 15 = 10,815
Thus, the answer to 103 * 105 is 10,815!
As you can see, this is exactly the same process as NumbersNear?10, except that the reference number is changed.
First, we subtract 100 from both numbers:
97 - 100 = -3
94 - 100 = -6
Next, one number's difference is added to the other number:
-6 + 97 = +91
or
-3 + 94 = +91
This number is then multiplied by 100:
91 * 100 = 9,100
Finally, the two differences are multiplied together (-3 * -6 = +18) and added to the previous answer:
9,100 + 18 = 9,118
We start by subtracting 100 from both sides:
98 - 100 = -2
107 - 100 = 7
Next, add either number's difference to the opposing number:
7 + 98 = 105
or
-2 + 107 = 105
Multiply this number by 100:
105 * 100 = 10,500
Remember to take the signs into consideration as you multiply the differences of the two numbers:
-2 * 7 = -14
Finally, we add this answer to the previous answer:
-14 + 10,500 = 10,486
This gives us the answer of 98 * 107 as 10,486.