G6 Chapter 13: Perimeter and Area Flashcards

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A collection of mathematical vocabulary and formulas focused on perimeter, area, volume, and geometric relationships from the Grade 6 Chapter 13 worksheet.

Last updated 8:03 PM on 5/30/26
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7 Terms

1
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Volume of rectangular prisms

The formula used to calculate the 3D space of a rectangular prism, defined as V=L×W×hV = L \times W \times h (length ×\times width ×\times height).

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Area of a trapezoid

The formula used to find the area of a four-sided figure with one pair of parallel sides, defined as A=(b1+b2)×h2A = \frac{(b_1 + b_2) \times h}{2}.

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Surface Area (S.A.S.A.) of a triangular prism

The total area of the outer surfaces of a triangular prism, calculated using the formula S.A.=(S1+S2+S3)×L+bhS.A. = (S_1 + S_2 + S_3) \times L + bh.

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Relationship between Pencils (pp) and Boxes (bb)

Given a table where pp values are 12,24,36,4812, 24, 36, 48, the relationship is expressed by the equation p=12bp = 12b.

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Area of a regular polygon

The total area determined by multiplying the area of one triangle by the total number of sides, expressed as A=Area of one triangle×number of sidesA = \text{Area of one triangle} \times \text{number of sides}.

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Missing dimension (height) of a trapezoid

The formula used to solve for the height (hh) when the area (AA) and both bases (b1,b2b_1, b_2) are known: h=2Ab1+b2h = \frac{2A}{b_1 + b_2}.

7
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Triangular prism height (hh)

A dimension used in surface area calculations, representated as h=heighth = \text{height}, distinct from terms like b=baseb = \text{base} and L=lengthL = \text{length}.