repeated throughout its length.","points":1},{"id":"69a665e6-47c3-4c42-bb77-06a6750d9a3e","cardType":"cloze","front":"The volume of any prism is calculated using the formula: $V = \\text{[...]} \\times \\text{length}$.","back":"The volume of any prism is calculated using the formula: $V = \\boxed{\\text{area of cross-section}} \\times \\text{length}$.","points":null},{"id":"bd676425-4e35-4823-9194-d5b0028317d7","cardType":"cloze","front":"The volume of any prism is calculated using the formula: $V = \\text{area of cross-section} \\times \\text{[...]}$.","back":"The volume of any prism is calculated using the formula: $V = \\text{area of cross-section} \\times \\boxed{\\text{length}}$.","points":null},{"id":"f88dadac-3952-4cf0-8fc7-85d6a5b1e7da","cardType":"basic","front":"What does the length of a prism represent in the volume formula?","back":"The direction the cross-section has been stretched.","points":1},{"id":"5ab4452f-6599-4497-8cb7-f0541a3e260e","cardType":"basic","front":"What is the formula for the volume of a cuboid?","back":"$$V = \\text{length} \\times \\text{width} \\times \\text{height}$","points":1},{"id":"f8dc59af-9650-4a65-901b-4194e0a1fb31","cardType":"basic","front":"When calculating a triangular cross-section, which side length must be avoided for height?","back":"The sloping side (unless it is perpendicular to the base).","points":1},{"id":"fe82f117-0f94-4496-9f88-bbb4650f59d6","cardType":"basic","front":"State the formula for the area of a trapezium cross-section.","back":"$$A = \\frac{1}{2}(a+b)h$, where

$a, b$ are parallel sides
$h$ is perpendicular height

","points":2},{"id":"c993d8ae-7e33-437e-b227-8799ccd3453c","cardType":"cloze","front":"For unit conversions: $1\\text{ m} = \\text{[...]}\\text{ cm}$ and $1\\text{ litre} = 1000\\text{ cm}^3$.","back":"For unit conversions: $1\\text{ m} = \\boxed{100}\\text{ cm}$ and $1\\text{ litre} = 1000\\text{ cm}^3$.","points":null},{"id":"bc527bcf-379f-4b2e-bd0b-c1eb6a327b82","cardType":"cloze","front":"For unit conversions: $1\\text{ m} = 100\\text{ cm}$ and $1\\text{ litre} = \\text{[...]}\\text{ cm}^3$.","back":"For unit conversions: $1\\text{ m} = 100\\text{ cm}$ and $1\\text{ litre} = \\boxed{1000}\\text{ cm}^3$.","points":null},{"id":"5cc5e2f8-efaa-431d-8c0d-d03c198c3b81","cardType":"basic","front":"How do you find the volume of a prism with a composite (e.g. L-shaped) cross-section?","back":"

Split cross-section into simpler shapes (rectangles/triangles)
Sum the individual areas
Multiply total area by prism length

","points":3},{"id":"a5bde981-0bc8-48ce-9eca-238acfec1aa6","cardType":"basic","front":"If the volume and two dimensions of a cuboid are known, how is the missing dimension found?","back":"

Multiply the known dimensions
Divide the volume by that product

","points":2},{"id":"c21dd851-f9d2-44ea-88a4-8dafe569e119","cardType":"cloze","front":"Capacity is the amount of $\\text{[...]}$ a container can hold, often measured in $litres$ or millilitres.","back":"Capacity is the amount of $\\boxed{liquid}$ a container can hold, often measured in $litres$ or millilitres.","points":null},{"id":"8deb9aef-d625-42fc-a88d-33af9766f23b","cardType":"cloze","front":"Capacity is the amount of $liquid$ a container can hold, often measured in $\\text{[...]}$ or millilitres.","back":"Capacity is the amount of $liquid$ a container can hold, often measured in $\\boxed{litres}$ or millilitres.","points":null},{"id":"4458f435-ce96-4115-bcaa-78f712cdad89","cardType":"basic","front":"How do you find the side length of a cube if you only know the area of one face?","back":"Calculate the square root of the face area.","points":1},{"id":"bbce63fc-a319-4c93-a015-06d4ae2a8b3c","cardType":"basic","front":"Outline

Volume of a Prism Flashcards

Volume of a Prism Flashcards

Volume of a Prism Flashcards

Volume of a Prism Flashcards