Definition of Midpoints

1. Noun. (plural of midpoint) ¹

¹ Source: wiktionary.com

Definition of Midpoints

1. midpoint [n] - See also: midpoint

Lexicographical Neighbors of Midpoints

midpalate
midpalmar space
midpark
midpeninsula
midpeninsular
midperformance
midperiod
midphrase
midpieces
midplanes
midplay
midpoint
midpoints (current term)
midprice
midpriced
midpursuit
midquarter
midquel
midquels
midquestion
midrace
midrange
midranges
midranking
midrapidities
midrapidity
midrash

Literary usage of Midpoints

Below you will find example usage of this term as found in modern and/or classical literature:

1. Step-by-Step Programming with Base SAS(R) Software by SAS Institute (2001)
"Use this option midpoints that define the range of values that each bar, block, or midpoints= option section represents the number of bars on the chart and ..."

2. Base SAS(R) 9.1.3 Procedures Guide, Second Edition, Volumes 1-4 by Sas Institute (2006)
"This option is useful when the scales or ranges of the data distributions differ greatly from cell to cell. By default, the bin size and midpoints are ..."

3. Journal of the American Chemical Society by American Chemical Society (1879)
"Each twofold axis passes through the midpoints of a pair of opposite Л edges. The labeling of vertices and of edges shows how these sort into ..."

4. SAS/GRAPH 9.1 Reference by SAS Institute (2004)
"By default, numeric midpoints are arranged in ascending order. If the numeric variable has an associated format, then each formatted value generates a ..."

5. SAS/QC 9.1 by SAS Institute (2004)
"midpoints=value-list I KEY I UNIFORM specifies how midpoints are determined ... If you specify midpoints=value-list, the values must be listed in increasing ..."

6. Analytic Geometry and Principles of Algebra by Alexander Ziwet, Louis Allen Hopkins (1918)
"The distance between the midpoints of two sides of any triangle is equal to half the ... The line segments joining the midpoints of the adjacent sides of a ..."

7. Plane and Solid Geometry by Arthur Schultze, Frank Louis Sevenoak (1902)
"The midpoints of two opposite sides of a quadrilateral and the midpoints of the diagonals determine the vertices of a parallelogram. * Ex. 278. ..."

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