Math Problem Statement
Solution
It looks like you've uploaded a worksheet with practice questions in mathematics for Class VI. Let's go through the first few questions together:
-
Write in Indian system of numeration by putting proper commas:
- 23489881
- 23348766
- 1009756757
-
Write in International system of numeration by putting proper commas:
- 23467581
- 20988766
- 1109876757
-
Name the type of angles:
- 189°, 356°, 34°, 199°, 90°, 167°, 128°, 180°
-
Draw angles of:
- 135°, 76°, 67°, 112°, 158°
-
Define:
- (a) Prime number
- (b) Composite number
- (c) Acute angled triangle
- (d) Right angled triangle
- (e) Right isosceles triangle
- (f) Obtuse isosceles triangle
- (g) Equilateral triangle
Would you like to work through these questions one by one, or should I solve them all? Feel free to specify!
Here are some additional questions to expand on the topics:
- What are the key differences between the Indian and International system of numeration?
- Can an angle be both acute and obtuse? Why or why not?
- Explain why a triangle cannot have two right angles.
- What is the sum of the interior angles of a triangle? Does this change with different types of triangles?
- How would you classify a triangle with sides 5 cm, 12 cm, and 13 cm?
Tip: When working with angles, always remember that the sum of angles in a triangle is 180°.
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Math Problem Analysis
Mathematical Concepts
Numeration Systems
Angles and Types of Angles
LCM (Least Common Multiple)
Prime and Composite Numbers
Geometry (Triangles and Angles)
Formulas
LCM Formula
Properties of Triangles (Sum of angles in a triangle = 180°)
Divisibility Rules
Theorems
Sum of Angles Theorem
Prime Number Definition
Divisibility Theorem
Suitable Grade Level
Grade 6
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