Now there's two ways we could do it.

And now we have two equations and two unknowns, and we could solve it a ton of ways.

So we now have an exact equation whose solution should be the same as this.

You want to do that. This is going to take...

I can handle it.

Some of the airmobile formations were previously grouped into the 1st Airmobile Division but this has now been disbanded.

Now, to understand how you can manipulate this equation to solve it, let's see a thing

How do you solve it?

It's dissolved in some water.

So let's try to do it.

And now we're done!

And we're done.

And then we solved it.

We already solved that.

Now you could have done it other ways.

And then try to solve it.

I might as well attempt to fit it in.

I think you know how to solve them.

We can solve this without factoring it.

Or death may solve the Danite's riddle.

So now that we've done that let's tackle some larger digit numbers that we started doing in the previous video.

Package dependencies cannot be resolved

Global problems are hard to solve.

When the time is right, they will be addressed.

And we'll do it in a couple of different ways.

We could have done it the other way around.

AND SO, WE CAN JUST SOLVE FOR FlNAL VELOClTY HERE.

Let's see if we can solve this.

I challenge you to try it.

And then we can just solve these.

Let's think about it how we would do it.

The second is that problems are soluble.

Because we can't solve problems.

(iii) Number of cases resolved

Some fire problems do have technical fixes.

It directly solves for the dispersion diagram.

Any tough problem, I think it can be solved.

And mobility to your destination is clearly solved.

And actually if we carry on as we are, it's a problem we're very unlikely to be able to solve.

Problem 43, I think we can fit in here.

You focus on the possible problems,

It looks like the technological problem is solved.

But let's set it So we're trying to solve this.

I promise you.

That's the problem that I'm trying to solve.