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collinear test
kollineaarsuse test
Last Update: 2011-10-23
Usage Frequency: 1
Quality:
(b) are collinear.
(b) asuvad samal sirgel.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
prove that are collinear.
toesta, et asuvad samal sirgel.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
since , so are collinear.
alates , nii asuvad samal sirgel.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
these points are collinear.
need punktid asuvad samal sirgel.
Last Update: 2011-10-23
Usage Frequency: 1
Quality:
these points are not collinear.
need punktid ei asu samal sirgel.
Last Update: 2011-10-23
Usage Frequency: 1
Quality:
a) the points , and are collinear;
a) punktid , ja on sirgel;
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
any three of them are non-collinear.
kõik kolm neist on mitte-sirgel.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
assume we have shown that are collinear.
oletame meil on näidanud, et asuvad samal sirgel.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
test whether three given points are collinear
test, kas kolm punkti asuvad samal sirgel
Last Update: 2011-10-23
Usage Frequency: 1
Quality:
(1) prove that the points are collinear.
(1) toesta, et punktid asuvad samal sirgel.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
select the last of the three possibly collinear points...
vali kolmas kolmest võimalikust ühel sirgel asuvast punktist...
Last Update: 2011-10-23
Usage Frequency: 1
Quality:
select the first of the three possibly collinear points...
vali esimene kolmest võimalikust ühel sirgel asuvast punktist...
Last Update: 2011-10-23
Usage Frequency: 1
Quality:
hence the vectors and are collinear, so the points are too.
seega vektorid ja on sirgel, seega punkte liiga.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
ten points in the plane are given, with no three collinear.
kümme punkti tasapinnal on antud, millel ei ole kolm sirgel.
Last Update: 2018-02-21
Usage Frequency: 2
Quality:
3 prove that has a dense subset such that has no three collinear points.
3 toesta, et on tihe alagrupis nii et ei ole kolm sirgel punktid.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
1 consider points () in the plane, such that any three are not collinear.
1 mõelge punktid ( ) kui lennuk, nii, et iga kolme ei sirgel.
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
in the same way, if is the intersection between and , we get . we have thus shown that are collinear, and .
samal viisil, kui lõikepunkt vahel ja , saame . seega oleme näidanud, et asuvad samal sirgel ning .
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
2 does there exist a set of points in the plane such that no three are collinear and the circumcenter of any three points of the set is also in the set?
2 kas on olemas komplekt punkte tasapind nii, et ükski kolmest on sirgel ja circumcenter tahes kolme punkti komplekt on ka ette nähtud?
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
(the word "triangle" must be understood in its ordinary meaning: its vertices are not collinear.)
(sõna "kolmnurk" tuleb mõista selle tavapärases tähenduses: selle tipud ei sirgel.)
Last Update: 2018-02-21
Usage Frequency: 1
Quality:
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