Sentence examples for backward number from inspiring English sources

Exact(2)

➢ Word-level features Part-of-speech (POS) tag of the preceding, current, and succeeding word Position of the current word in the current phrase and sentence (forward and backward) Number of syllables of the previous, current, and next word Number of content words before and after current word in the current phrase Number of words from previous and next content word.

Use the number pad on the right hand of the area of the keyboard to go left (number 4 key) or right (number 6 key), forward (number 8 key) or backward (number 2 key).

Similar(58)

Backward Numbers Q.

It comprises the subtests: dot counting, free backward counting, number transcoding, mental arithmetic, array on a physical number line, number comparison (auditory as well as symbolically), multi-digit arithmetic (i.e., addition, subtraction and multiplication), as well as perceptual and contextual estimation (cf. [ 48]).

6,922 compounds were involved in known reactions, therefore, distinguishing the two distinct directions, i.e., forward and backward, the number of all the compound pairs was 47,907,162.

In contrast, the backward attributable number b-AN x, t decreases to zero and even becomes negative in late summer days, although the overall cumulative exposure-response in Figure 2 (bottom-right panel) does not show a RR below 1 for any temperature.

Check the first frost date for your hardiness zone — Oct. 19 in New York City — and count backward to figure the number of days you have for a seed, if planted now, to produce a mature plant.

In the "Misuse of Aggregates," he showed that the Keynesians' beloved aggregate, backward-looking numbers like investment and price levels were misleading because businesspeople do not make investment decisions on aggregates.

Years before Creativity are numbered backward and years after Creativity are numbered forward.

The better thing to tell me is that you're on track for $3 million next year, which is highly likely based on 12 other factors, including past actual numbers, which you've thought through carefully and worked backward to that number.

Considering the distinction of forward and backward reactions, the number of all possible compound pairs is n(n−1) =, where n is the number of compounds.

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