In what case do you want to be too parallel to the point?

Updated on Car 2024-07-19
20 answers
  1. Anonymous users2024-02-13

    If the distribution of leaders at work is somewhat unfair, you want to go too far in your work and make some balance.

  2. Anonymous users2024-02-12

    I used to tell people a lot about things that didn't go my way or something. You can talk to someone else. Talk, but don't involve the people of the goods, and don't give malicious comments.

  3. Anonymous users2024-02-11

    I think that when we encounter different situations, we need to analyze them on a case-by-case basis.

  4. Anonymous users2024-02-10

    It is not parallel in a non-Euclidean set.

    For example, the sunlight will intersect at one point, and this point is the sun.

    Parallel lines in Euclidean geometry do not intersect at a point.

  5. Anonymous users2024-02-09

    I'm dizzy...

    If there are cases that are not parallel, they are not parallel.

  6. Anonymous users2024-02-08

    Spaces in three dimensions or more are not parallel.

  7. Anonymous users2024-02-07

    What is a parallel line, maybe three-dimensional.

  8. Anonymous users2024-02-06

    Use judgment to see if two straight lines intersect. It has been established that there are parallel lines to answer the relevant questions.

  9. Anonymous users2024-02-05

    Parallel lines can never intersect.

    The axiom of parallel lines is an important concept in geometry. The axiom of parallelism in Euclidean geometry can be expressed equivalently as "there is a single straight line parallel to a known straight line at a point outside the straight line".

  10. Anonymous users2024-02-04

    From the point of view of Euclidean geometry, parallel lines are never intersecting, and the axiom of parallel lines is an important concept in geometry. The axiom of parallelism in Euclidean geometry can be expressed equivalently as "there is a single straight line parallel to a known straight line at a point outside the straight line".

    The negative form of "a straight line that is not parallel to a known straight line at a point outside the straight line" or "at least two straight lines parallel to the known straight line at a point outside the straight line" can be used as an alternative to the axiom of parallelism in Euclidean geometry and deduce non-Euclidean geometry independent of Euclidean geometry.

    If both lines are parallel to the third line, then the two lines are also parallel to each other. If a b, b c, then a c.

  11. Anonymous users2024-02-03

    In non-Euclidean geometry, for example, if you draw two symmetrical parallel lines on both sides of the axis of a fan, and you turn the fan into a cone, won't the two lines intersect? Or on the sphere or so on.

  12. Anonymous users2024-02-02

    According to the usual mathematical definition, planes that do not intersect are parallel lines, but in analytic geometry it is considered that parallel lines intersect at infinity.

  13. Anonymous users2024-02-01

    Disjoint amounts. If they intersect, they are not called parallel lines.

  14. Anonymous users2024-01-31

    No, your file has been taken away by the school that issued the notice, you go elsewhere to fill it out, people can't mention your file, how can I admit you!

  15. Anonymous users2024-01-30

    Admission to the file is over!

    Of course not.

  16. Anonymous users2024-01-29

    Eligible.

    1. Candidates who have not been admitted to any university in the enrollment of undergraduate and junior college students;

    2. Special candidates such as high-level athletes, students with artistic specialties, candidates who apply for foreign language majors other than English, ethnic minority candidates who apply for ethnic colleges and universities, and outstanding students in a single subject;

    3. Candidates who have been admitted but do not meet the wishes of the school or major and intend to re-fill in the volunteer are not eligible for soliciting parallel volunteers.

    How to fill in the solicitation of parallel volunteers: filling in and admission rules.

    1.Liberal arts and science have set up parallel college volunteers and solicit parallel college volunteers (including college obedience volunteers). The parallel colleges and universities that candidates can fill in for the early admission of liberal arts and science and the undergraduate batches include 3 colleges and universities: A, B, and C, and the parallel colleges and universities of the higher vocational (junior college) batch include 5 colleges and universities: A, B, C, D, and E, and the parallel colleges and universities in each batch include 3 colleges and universities A, B, and C.

    Each college volunteer contains 6 professional volunteers and 1 professional obedience adjustment volunteer.

    2.After the voluntary admission of each batch of parallel colleges and universities, candidates can check their admission results in the ** and city, county (city, district) recruitment offices (including examination institutes and recruitment centers, the same below) set up by the Provincial Education Examination Institute. At the same time, the Provincial Education Examination Institute will announce the information on the colleges, majors and numbers that have not completed the enrollment plan, and the candidates who have not been admitted and meet the conditions for filling in this batch to solicit volunteers from parallel colleges and universities must fill in the online solicitation of parallel college volunteers according to the time specified by the Provincial Education Examination Institute (attached to the back of the "Admission Ticket"), and go to the designated place of the city and county (city, district) recruitment office to confirm the volunteer information within the specified time (except for the second phase of admission).

    3.In the form of soliciting parallel volunteers for each batch of liberal arts and sciences, there is a column of "college obedience volunteer", and candidates can fill in the code of 10 colleges and universities that they are willing to obey. The meaning of college obedience is as follows:

    Candidates are willing to unconditionally submit to the 10 colleges and universities and their majors that have not yet been fully admitted. The Provincial Education Examination Institute will submit the files in order from left to right and in accordance with the rules of parallel voluntary submission.

  17. Anonymous users2024-01-28

    None of the applications will admit you, and you want to study, so you have to fill in the parallel volunteers, good luck

  18. Anonymous users2024-01-27

    It is sufficient to find any line in the plane parallel to the line, and to prove that the line is not in the plane.

  19. Anonymous users2024-01-26

    When it is parallel to the plane two intersecting straight lines can be.

  20. Anonymous users2024-01-25

    There are many reasons for withdrawal, and you need to understand the relevant requirements of the enrollment regulations.

    Downgear is. Classmates, come back next year, congratulations.

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