G8-MATH-L4 Practical Geometry

How many measurements are required to uniquely draw a triangle?

• 2
• 3
• 4
• 5

Which of the following is NOT a method to construct a quadrilateral?

• Four sides and one diagonal
• Two diagonals and three sides
• Three angles and one side
• Two adjacent sides and three angles

What is the minimum number of measurements needed to construct a quadrilateral?

• 3
• 4
• 5
• 6

When given two diagonals and three sides, what is the first step in constructing the quadrilateral?

• Draw the diagonals
• Draw a triangle
• Locate the fourth point
• Measure the angles

What type of quadrilateral can be constructed with four sides and one diagonal?

• Rectangle
• Square
• Trapezoid
• Any quadrilateral

Which of the following combinations can be used to construct a quadrilateral?

• Two sides and one angle
• Two adjacent sides and three angles
• One side and two angles
• Three sides and one angle

If you know three sides and two included angles, what can you construct?

• A triangle
• A quadrilateral
• A pentagon
• A hexagon

In the construction of a quadrilateral, what does the term 'diagonal' refer to?

• A line connecting two opposite corners
• A line connecting two adjacent corners
• A side of the quadrilateral
• An angle in the quadrilateral

What is a special case in constructing quadrilaterals?

• Using only one measurement
• Using five measurements
• Using less than five measurements
• Using only angles

Why is it important to know the properties of quadrilaterals when constructing them?

• To make them look nice
• To ensure they are unique
• To understand their angles
• To calculate their area