We can follow along a row (or column) and the values change consistently: now we go further to the left, through zero: × Look over that table again, make sure you are comfortable with how it works, because. Now see what happens when we head into negatives! Start with the multiplication table (just up to 4×4 will do): × Play With Itīut maybe you would like to see it in action? Use the sliders below: Try it yourself! Try walking forwards and backwards, then again but facing the other direction. So, by walking backwards, while facing in the negative direction, he moves in the positive direction. He does this 3 times:īack at the start again (thanks Dad!), still facing in the negative direction, he tries his backwards walking, once again taking two steps at a time, and he does this three times: Steven takes 2 steps forward (for him!) but he is heading in the negative direction. Once again Steven's Dad puts him back at the start, but facing the other way. His Dad puts him back at the start and then Steven steps backwards 2 steps, and does this three times: Now, Baby Steven can also step backwards (he is a clever little guy). He takes 2 paces at a time, and does this three times, so he moves 2 steps x 3 = 6 steps forward: Well here we have Baby Steven taking his first steps. So, two negatives make a positive, and if that satisfies you, then you don't need to read any more. Now if I say "Do NOT not eat!", I am saying I don't want you to starve, so I am back to saying "Eat!" (positive). When I say "Eat!" I am encouraging you to eat (positive)īut when I say "Do not eat!" I am saying the opposite (negative).
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