So what that reduces to, as a reduction step, we call it, is the sum of the square of three and the square of four.
Because the square of three is nine, and the square of four is 16, and 25 is the sum of those.
So this is nothing more than the sum of the square of three and 16.
So the next step is basically to say that this is the sum of the square of three and the product of four and four.
This is a town where you can stand in one square -- they call it the square of seven churches -- and see, yes, seven churches.
QLF suggests that the manufacturer would wind up spending (when customers got mad) $80 for two standard deviations from the target ($20 multiplied by the square of two), $180 for three, $320 for four, and so forth.
β denotes the ratio of the square of two lengths, the classical boundary layer thickness for a high Reynolds number flow D/ 2Re1/2D) and the fiber-interaction layer thickness K1/2.
The sum of the squares of three and three.
This is a program to compute the sum of the squares of two numbers.
In three problems of Book II it is explained how to represent: (1) any given square number as a sum of the squares of two rational numbers; (2) any given non-square number, which is the sum of two known squares, as a sum of two other squares; and (3) any given rational number as the difference of two squares.
Now, supposing I were to say something to this, like, to the system after having defined these things, of the form, the sum of the squares of three and four, I am hoping that I will get out a 25.
