Introduction To Euclid’s Geometry: Axioms And Postulates: Practice 1

Practise focused skills from Introduction to Euclid’s Geometry: Axioms and Postulates

MathematicsGrade 9Mixed10 questions20 min

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Focus question style

Section A: Core Practice · 5 questionsSection B: Application Practice · 5 questions

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Section A: Core Practice

Build the core ideas for this part of the chapter.

Choose the best answer for each question.

Question 1

MediumQuestion

During a planning problem on history and need for geometry, which statement best describes a line segment?

Topic: History and Need for Geometry · Skill: Explain how practical needs led to geometry

Question 2

MediumQuestion

During a graphing problem on history and need for geometry, in an isosceles triangle, $AB=AC$ and $\angle B=70^\circ$ . What is $\angle C$ ?

Topic: History and Need for Geometry · Skill: Recognise contributions of ancient civilisations to geometry

Question 3

AdvancedQuestion

If two parallel lines are cut by a transversal and one pair of corresponding angles is $65^\circ$ , what is the matching corresponding angle?

Topic: Indian Geometry Traditions · Skill: Describe the Baudhayana Sulbasutra square construction

Question 4

AdvancedQuestion

Which method is most appropriate for checking a mathematical answer?

Topic: Basic Geometric Terms · Skill: Explain intuitive meanings of point line and surface

Question 5

AdvancedQuestion

A pattern starts $5,9,13,17,\ldots$ . What is the common difference?

Topic: Definitions and Assumptions · Skill: Distinguish definitions axioms and postulates

What this assignment covers

Progressive Grade 9 Math practice for History and Need for Geometry to Axioms of Measurement.

Skills and sections

Explain how practical needs led to geometry, Recognise contributions of ancient civilisations to geometry, Describe the Baudhayana Sulbasutra square construction, Explain intuitive meanings of point line and surface, Distinguish definitions axioms and postulates

Section A: Core Practice: 5 questions
Section B: Application Practice: 5 questions