Projections With Numeral Marks. Projections of a Point and a Straight Line. Mutual Position of Straight Lines
Keywords:
Projection, numerical mark, line, point, crossing
Abstract
Projections with numerical marks. Projection of a straight line is the relative position of straight lines. In projections with numerical marks, in order to determine whether these lines intersect or not, it is necessary to grade the lines, and if the lines have the same mark at the intersection point, then the lines intersect. If their marks are different at the point of intersection of the lines, then the lines are crossed. If the lines connecting the points with the same marks on the straight lines are parallel to each other, then the straight lines intersect, otherwise they intersect.
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References
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5. Olimov, S. S., & Mamurova, D. I. (2022). Information Technology in Education. Pioneer: Journal of Advanced Research and Scientific Progress, 1(1), 17-22.
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13. Pirnazarov G. F., Mamurova F. I., Mamurova D. I. Calculation of Flat Ram by the Method of Displacement //EUROPEAN JOURNAL OF INNOVATION IN NONFORMAL EDUCATION. – 2022. – Т. 2. – №. 4. – С. 35-39.
14. Olimov, S. (2020). The differentiation of education is an important factor of pedagogical technology. European Journal of Research and Reflection in Educational Sciences, 8(11).
Published
2022-05-27
How to Cite
Khakimova, N. J., & Rakhmatov, M. I. (2022). Projections With Numeral Marks. Projections of a Point and a Straight Line. Mutual Position of Straight Lines. Central Asian Journal of Theoretical and Applied Science, 3(5), 267-269. Retrieved from https://cajotas.centralasianstudies.org/index.php/CAJOTAS/article/view/525
Section
Articles
