So I'm guessing it gonna be 1. something something.

I can do the math as long as I have a calculator.

So, let's think about it this way

There is a very strong sense in which Python, JavaScript, C, C , C Sharp, and Java can all do exactly the same range of computations those that can be done on what's known as a Turing machine, a mathematical model of computation.

On some CPUs or on some hardware platforms, it takes less time, fewer cycles, less energy to compute addition than it does to do multiplication.

The computer can figure just as the human brain does.

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We had knowledge about the electromechanical efficiency and then we can calculate the aerodynamic efficiency.

And if you want their actual values, you can get your calculator out.

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However, still, as you can see, it has a cord, umbilical cord.

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Welcome. If I could have the first slide, please?

Here are the bugs. Where does the term bug come from?

label yi from this specific example we're looking at to compute the error term for delta L for the output there.

Today we remember these as Briggs Common Logarithms.

The name back propagation comes from the fact that we start by computing the delta term for the output layer and then we go back a layer and compute the delta terms for the third hidden layer and then we go back another step to compute delta 2 and so, we're sort of back propagating the errors from the output layer to layer 3 to their to hence the name back complication.

Now what happens if we double our x's as well?

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The first electric calculator came into existence toward the end of the 19th century.

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Now, I want you to add the values down here and those would look really familiar because you've done so many versions of it when completing variances from data.

Just to go back to the States, if you translate the amount of power or electricity this computer uses to the amount of households in the States, you get 1,200 households in the U.S.

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