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- Interactive video for next 10 questions00:00 / 06:041. Multiple Choice01:1830 seconds1 pt
What does the term 'composite' refer to in geometry?
A shape with a complex structure
A shape that can be easily calculated
A shape made up of more than one smaller shape
A shape with only straight edges
2. Multiple Choice02:0230 seconds1 ptHow do you calculate the area of a rectangle?
Length times width divided by two
Half the base times height
Base times height
Length plus width
3. Multiple Choice02:3630 seconds1 ptWhat adjustment is made to calculate the base of the triangle in the first example?
Multiply the height by 2
Subtract 4 cm from the total length
Divide the total length by 2
Add 4 cm to the total length
4. Multiple Choice03:0330 seconds1 ptHow is the area of a triangle calculated?
One half the base times the height
Base times height divided by two
Base plus height
Base times height
5. Multiple Choice03:2330 seconds1 ptWhat is the total area of the composite shape in the first example?
36 cm squared
60 cm squared
34 cm squared
24 cm squared
6. Multiple Choice04:1530 seconds1 ptIn the second example, what is the area of the skinny rectangle?
16 cm squared
12 cm squared
6 cm squared
8 cm squared
7. Multiple Choice04:4430 seconds1 ptWhat is the correct formula to find the area of a triangle?
Base times height
Base plus height
One half the base times the height
Base times height divided by two
8. Multiple Choice05:3530 seconds1 ptHow do you find the total area of a composite shape?
By subtracting the smallest shape's area from the largest
By adding the areas of the individual shapes
By dividing the sum of the individual shapes' areas
By multiplying the areas of the individual shapes
9. Multiple Choice05:3530 seconds1 ptWhat is the total area of the composite shape in the second example?
36 cm squared
60 cm squared
24 cm squared
34 cm squared
10. Multiple Choice06:0330 seconds1 ptWhy is it important to decompose composite shapes?
To make them easier to understand and calculate
To increase their complexity
To change their geometric properties
To prove geometric theorems
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