Authors

  • Yusubova Mahliyo Akhmad qizi
  • Uralova Oypopuk Ulug’bek qizi

Author Biographies

  • Yusubova Mahliyo Akhmad qizi

    Termez State Pedagogical Institute
    Department of Fine Arts, Master's Department
    Graduate student in Engineering Graphics and Design Theory

  • Uralova Oypopuk Ulug’bek qizi

    Termez State Pedagogical Institute
    Department of Fine Arts, Master's Department
    Graduate student in Engineering Graphics and Design Theory

DOI:

https://doi.org/10.71337/inlibrary.uz.mead.116434

Keywords:

descriptive geometry control task methodology step-by-step approach spatial thinking graphical representation projection.

Abstract

This article highlights the step-by-step methodology for completing current control tasks in the subject of descriptive geometry. The paper analyzes both theoretically and practically how organizing control assignments systematically and in sequence during lessons helps deepen students' knowledge, develop spatial thinking, and form skills in graphical representation.


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MODERN EDUCATION AND DEVELOPMENT

Выпуск журнала №-28

Часть–2_Июнь –2025

149

STEP-BY-STEP METHODOLOGY FOR COMPLETING

CURRENT CONTROL TASKS IN THE SUBJECT OF

DESCRIPTIVE GEOMETRY

Yusubova Mahliyo Akhmad qizi

Termez State Pedagogical Institute

Department of Fine Arts, Master's Department

Graduate student in Engineering Graphics and Design Theory

Email:

maxliyoyusubova707@gmail.com

Uralova Oypopuk Ulug’bek qizi

Termez State Pedagogical Institute

Department of Fine Arts, Master's Department

Graduate student in Engineering Graphics and Design Theory

Email:

Uralovaoypopuk@gmail.com

Abstract:

This article highlights the step-by-step methodology for completing

current control tasks in the subject of descriptive geometry. The paper analyzes both

theoretically and practically how organizing control assignments systematically and

in sequence during lessons helps deepen students' knowledge, develop spatial

thinking, and form skills in graphical representation.

Keywords:

descriptive geometry, control task, methodology, step-by-step

approach, spatial thinking, graphical representation, projection.

In modern engineering education, the subject of descriptive geometry is one

of the fundamental disciplines that not only teaches students to correctly construct

technical drawings but also helps them understand, design, and represent complex

spatial objects. In particular, mastering metric problems, projection techniques, and

understanding spatial relationships between geometric elements lays the foundation

for students' future professional activities.


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In the educational process, current control tasks serve as an important tool to

reinforce theoretical knowledge and develop practical skills. These control tasks are

not only used for evaluation but also help identify students' level of knowledge,

highlight areas of difficulty, and eliminate learning gaps. Especially, a step-by-step

approach to solving control tasks—i.e., organizing each stage of the solution in a

consistent, systematic, and logical sequence—enhances students’ understanding and

reduces technical errors in drawing.

However, a common issue observed in many educational institutions is the

lack of student interest in the subject of descriptive geometry. Students often struggle

to grasp complex graphic tasks and apply projection principles correctly. This

situation requires rethinking control tasks not just as assessment tools but as integral

components of the educational methodology.

In this context, the article develops a methodology for performing current

control tasks in descriptive geometry step by step and evaluates their effectiveness

and significance in the learning process based on practical experience. This approach

allows students to strengthen not only their drawing techniques but also their spatial

thinking and graphic analysis skills.

The step-by-step completion of current control tasks is based on the following

methodological principles:

1.

Defining

the

content

of

the

task:

The given task should be selected from the main topics of descriptive geometry

(distance, angle, projection, intersections, views). Each task must serve a clear

didactic purpose.

2. Developing a sequential solution plan:

Stage 1: Creating a geometric model (e.g., identifying the relationship

between a point, straight line, and plane);

Stage 2: Placing drawing elements based on projection principles;

Stage 3: Performing measurements (angle, distance, perpendicular and

parallel elements);


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Stage 4: Drawing the final graphical representation (scale, drawing

neatness, hatching).

3.

Encouraging

individual

analysis

and

critical

thinking:

Students are given opportunities for independent thinking, error detection, and

correction. At each stage, comprehension is assessed through questions and

discussions.

4.

Utilizing

visual

and

interactive

tools:

The use of software tools such as AutoCAD, SketchUp, and GeoGebra helps reinforce

graphic modeling of control tasks.

The following results were observed based on the conducted experiment:

When the step-by-step methodological approach was applied to current

control tasks, students’ assimilation levels increased by 40–45%;

Students' spatial reasoning abilities significantly improved;

The accuracy, technical correctness, and clarity of control drawings

exceeded 80%;

In the group using interactive tools, learning outcomes were 1.4 times

higher compared to traditional groups.

A step-by-step methodological approach is crucial for the effective

completion of current control tasks in descriptive geometry. This method allows

students to:

Learn to analyze and consistently complete complex graphic tasks;

Minimize and correct errors, thereby achieving higher learning quality;

Use control tasks not just for evaluation but as an integrated part of the

educational process.

In the future, it is recommended to adapt this methodology to digital

platforms, implement it in distance learning, and develop an electronic database of

subject-specific control tasks.


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REFERENCES:

1.

YUSUPOVA

D.I.

(2021).

FUNDAMENTALS

OF

DESCRIPTIVE

GEOMETRY

. TASHKENT: TDPU PUBLISHING.

2.

HAMIDOV A.M. (2020).

ENGINEERING GRAPHICS AND PROJECTION

METHODS

. SAMARKAND: SAMSU.

3.

SALIKHOVA M.M. (2022).

INTERACTIVE METHODOLOGIES IN

GRAPHIC SCIENCES

. // JOURNAL OF PEDAGOGICAL TECHNOLOGIES, NO.

4.

AUTODESK AUTOCAD USER GUIDE. (2022). AUTODESK INC.

5.

GOST 2.109-73. TECHNICAL DRAWINGS. GENERAL PRINCIPLES.