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20 questions
What distinguishes a composite plane figure from a simple plane figure?
A composite figure is made up of multiple shapes
A simple figure has only one shape
A composite figure has a larger area
A simple figure has a smaller perimeter
What types of plane figures can be used to subdivide a composite figure?
Rectangles, circles, pentagons, trapezoids, hexagons, octagons
Circles, ovals, hexagons, octagons, squares, triangles
Triangles, rectangles, squares, trapezoids, parallelograms, circles, and semicircles
Triangles, squares, circles, ovals, parallelograms
What attribute is used to determine the perimeter of a composite figure?
Length of sides
Area of subdivisions
Volume of subdivisions
Circumference of subdivisions
Which of the following is NOT a type of plane figure that can be used to subdivide a composite figure?
Octagons
Circles
Ovals
Hexagons
How can the area of a composite plane figure be determined?
By adding the areas of the subdivisions
By subtracting the areas of the subdivisions
By dividing the areas of the subdivisions
By multiplying the perimeters of the subdivisions
What is the relationship between the attributes of the subdivisions and the overall figure in a composite plane figure?
The subdivisions make up the entire figure
The subdivisions have no impact on the overall figure
The subdivisions are smaller than the overall figure
The subdivisions are larger than the overall figure
What is the formula for calculating the area of a circle?
2πr
πr^2
2πd
πd
Which formulas are NOT applicable to solving problems involving composite plane figures?
What is the first step in solving contextual problems involving composite plane figures?
Which of the following is a characteristic of a trapezoid?
Having one pair of parallel sides
Having all sides of equal length
Having no right angles
Having all angles of equal measure
When solving contextual problems involving composite plane figures, what should be the final step?
Subdividing the figure into known shapes
Identifying the number of sides in the figure
Finding the dimensions of the figure
Calculating the area or perimeter of the entire figure
What formulas can be applied to solve problems involving composite plane figures?
Diameter, radius, and area formulas
Volume, surface area, and perimeter formulas
Length, width, and height formulas
Perimeter, circumference, and area formulas
How can the area of a composite figure be calculated if the areas of the subdivisions are known?
By dividing the areas of the subdivisions
By multiplying the perimeters of the subdivisions
By subtracting the areas of the subdivisions
By adding the areas of the subdivisions
Which of the following is NOT a subdivision that can be used in a composite figure?
Pentagon
Rectangle
Triangle
Parallelogram
What attribute is used to determine the area of subdivisions in a composite figure?
Area
Perimeter
Volume
Circumference
In a composite figure, what is the purpose of subdividing the figure into known shapes?
To simplify calculations
To change the shape of the figure
To increase the area of the figure
To decrease the perimeter of the figure
Which attribute is used to determine the perimeter of a composite plane figure?
Circumference of the subdivisions
Volume of the subdivisions
Area of the subdivisions
How can the perimeter of a composite plane figure be calculated?
By dividing the areas of the subdivisions
By subtracting the areas of the subdivisions
By multiplying the areas of the subdivisions
By adding the perimeters of the subdivisions
How can the relationship between the attributes of subdivisions and the overall figure be understood?
By dividing the areas of the subdivisions
By adding the areas of the subdivisions
By comparing the dimensions of the subdivisions to the overall figure
By multiplying the perimeters of the subdivisions
Which of the following is an example of a composite plane figure?
A single triangle
A figure made up of multiple shapes
A perfect circle
A square with equal sides
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