Sentence examples for imaginary square from inspiring English sources

Exact(14)

"I've kept pretty old-fashioned," he explains, drawing an imaginary square in the air.

In Chinese grass style, although the words are greatly simplified and several words can be joined together with trailing strokes, each separate word normally still retains its regular spacing within an imaginary square, big or small.

Each word tends to fill up an imaginary square, and a passage written in small-seal style has the appearance of a series of equal squares neatly arranged in columns and rows, each of them balanced and well-spaced.

From the aesthetic point of view, three such images could not be arranged side by side within an imaginary square without cramping one another, and in the end none would look like a deer at all.

The two women were joined by drummer Niclas Lindstrom and the brilliant pedal-steel guitarist BJ Cole – the four of them occupying fixed positions at corners of an imaginary square, with Klara, on acoustic guitar, front stage right, and Johanna, on keyboards, front stage left.

Do you visualize the imaginary square in which the pitcher is supposed to hit his ball in a baseball game?

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Similar(46)

"In Cuba," he begins, and he draws imaginary squares across his abdomen -- he was in great shape, his abdominal muscles showing.

After the 2D FT, spectra were converted to power estimates by adding the real squared to the imaginary squared output from the 2D FT. No phasing was necessary for the final FT output due to phasings/frequency shift corrections after the 1st FT to correct for phase imperfections/instabilities of the scanner.

Included are a 6-foot-tall sculpture of a comical lighthouse crawling with amiable creatures and a maquette for an imaginary town square.

An imaginary number squared is given the value of negative 1. defer.add img); Group the real numbers together and the imaginary numbers together in the numerator.

If the complex variable is represented in the form z = x + iy, where i is the imaginary unit (the square root of −1) and x and y are real variables (see figure), it is possible to split the complex function into real and imaginary parts: f z) = P x, y) + iQ x, y).

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