Regroup the 1.

Regroup the 4.

Regroup the 3.

Carry or regroup the 1.

Carry, or regroup, the 1.

Regroup this 1 right here.

Regroup here at 4 00 a.m.

Carry the 1, or regroup the 1.

You know that. From there we can regroup.

So we're going to have to regroup or borrow.

Write the 4, regroup the 1 into the ones place.

Tomorrow morning, we will regroup at 8 o'clock, don't be late.

And let me regroup that 100 bills into the other spaces.

What's neat about this technique is that we don't have to regroup.

So let's write the 5, and then carry, or regroup, the 1.

We're not gonna regroup with the others. We're going to the Dagobah system.

We're considering the case were a is even here we can regroup them as 2 sums.

So we're going to have to regroup a little bit in the numerator in order to subtract.

So 6 times 6 is 36,carry the three and regroup the 3 depending on how you think about it.

So we need to get something into this space right here, and what we essentially are going to do is regroup.

And if you regroup this, or you put the 0.2 and the 0.8 together into one, you end up with 0.6.

We can write 2 in the ones place, but then we want to carry the 1, or we want to regroup that 1 in the tens place.

And the key here is to regroup some of the value up here, and give it to the 10's place, so that we can then subtract 70 from it.

The best climbers are the ones that in the most extreme situations can get their bodies into some position where they can rest, regroup, calm themselves, focus, and keep going.

And so it is 2, (I'm adding here), 8 plus 3 is 11, carry regroup the one, 1 plus 1 is two, 2 plus 7 is 9, and then I have a two here.

And then if we were to subtract and we can regroup up here, we can take a 10 from the 60, so it becomes a 50, give that 10 to the 3, so it becomes a 13.

Well, let's take a 10 from the tens place. We're going to regroup. So we're going to get rid of one of these tens, so we're only going to have 6 tens left in the tens place.

Once again, we can regroup, this would be a 10, we've taken 10 from essentially this 30, so this becomes a 2 10 minus six is 4 2 minus 2 is zero 1 minus 1 is zero.

And I think that in these times when we fall back and regroup, that somehow or other, the banana leaf parable sort of got to get working there, because I'm not prepared to say that the banana leaf that one eats off of is the same as the other eats off of.

It'd be great if we can regoup some of the value from the rest of the places so we can go straight to the tens place the tens place we can borrow or regroup ten from it so if we take ten from here this becomes 20 we're going to take that 10 and add it to the 1 so this will become 11 we just added 10 we moved over 10 from the tens place to the ones place if you look at it over here you could say