Crossword-Solution: SQRT 4 letters, 1 clue 🏆 scrabble score: 13

The time to compute sqrt(2) was 32293 seconds, and the time to compute sqrt(2)**2-2 as a check was 31031 seconds.

Angular momenta may be compounded like forces or velocities, by the law of the “parallelogram,” and since these three are at right angles to each other, their resultant is \begin{displaymath} \sqrt{A^2\omega_1^2 + B^2\omega_2^2 + C^2\omega_3^2} = H \end{displaymath} (1) and this must be constant, both in magnitude and direction in space, since no external forces act on the body.

For example, write the Greek word for "word" as: \( \lambda \acute{o} \gamma o \varsigma \) and the formula for the roots of a quadratic equation as: \( x_{1,2} = \frac{-b \pm \sqrt{b^2 - 4ac}}{2a} \) I acknowledge that this provision is controversial.

Then 1.389 + 84.719 = 86.108--say, 86.11 ft; but the acutal head is 20.42 ft, and the flow varies approximately as the square root of the head, so that the true flow will be about [*Math: $15,555 * \sqrt{\frac{20.42}{86.11} = 7574.8$] [Illustration: FIG 34 DIAGRAM ILLUSTRATING CALCULATIONS FOR THE DISCHARGE OF SEA OUTFALLS] --say 7,575 gallons.

But a flow of 15,555 gallons per minute is required, as it varies approximately as the fifth power of the diameter, the requisite diameter will be about [*Math: \sqrt[5]{\frac{30^5 \times 15,555}{7575}] = 34.64 inches.