Imagine a 168 times faster, over 26,000 times less expensive, and over 400 times more sensitive.

So 1 times 5 over 2 times 1.

W0 was obtained by 1 over M times sum over Ys minus W1 over M times sum over X.

Plus 11 over 13 times over x minus 8.

So it becomes 3 times 2 times 1 over 1.

This is 8 times 7 times 6 over 3 factorial of 3 times 2 times 1.

It's 91 over 12 times 13.

It's 63, over 1 times 5.

Times x plus five over one.

300 times 3 50 over 1.

I've seen it over 100 times.

B over Z times f. B over Z is 1 50 times f as 200 gives us 4 over here.

All of that over 4 times z plus 2, times z.

This expression is 0.2 times 0.2 times 0.5 over 0.4 plus 0.6 times 0.6 times 0.5 over 0.4, which gives us as a final result 0.5.

This becomes one over two to the third power times 1 over 5 squared times two squared.

1 over 3 to the third power, which would be equal to, well 1 over 3 times 3 or you could say 1 over 3 times 3 times 3, or 1 times 3 times 3 times 3, is going to be 27.

It is 168 times faster, over 26,000 times less expensive and over 400 times more sensitive than the current gold standard of detection.

The sensor is 168 times faster, over 26,000 times less expensive and over 400 times more sensitive than the current standard of detection.

He read the story five times over.

So it's 10 over 2 times 50.00.

All of that, over 2 times a.

All of that over 2 times a.

The first two times I rolled over.

This makes it 168 times faster, over 26,000 times less expensive, and over 400 times more sensitive than our current standard for pancreatic cancer detection.

So this is going to be 1 times 1 over 5 times 3.

All of that over x plus 3 times 2 times x plus 4.

So let's over here multiply 28 times 9.

And all of that over 2 times A.

So negative 15 times x over negative 15.

And all of that over 2 times a.

So we're multiplying this times one over b.

So you get 5 times 5 over 11.

Well, Whitey Mehrholtz over at the Times will.

So this is equal to one over eight times one over five squared.

All of that over 2A, all of that over 24, 2 times A.

Everything simplified to 7 times z minus 6 over 4 times z plus 1.

These terms right over here, the 4 times 99, and the 9 times 9

So after a full year, I'm charging you 50.00 times 1 plus 10 over 2, times 1 plus 10 over 2.

It's equal to 1 over this number times this. a times d minus b times c. ad minus bc.

And if I multiply 2 times 5 times u times v times this v over here, I'm going to get this second term.

We have 7 times 10 to the fifth over 2 times 10 to the negative 2 times 2.5 times 10 to the ninth.

Or another way of writing this, this would be 8 times 7 times 6 times 5 times 4 times 3 times 2 times 1 over I'll just write 3 factorial for a second.

So we're left with 9 times 8 times 7 times 6 over and this will just be an exercise in simplifying this expression 36 times 35 times 34 times 33.

It's going to be 100 times 101 over 2.

This one over here is 0.9 times a half.