volumes and surface areas

Created by

Ella rose

Cards (8)

volume of a cube and cuboid: LxBxH
TSA of cube: area of one face x6
TSA of cuboid: (area of A x2) + (area of B x2) + (Area of C x2)
volume of cylinder: $πr²h$
Volume of pyramid: 1/3 x (base area) x perpendicular height
TSA of pyramid: Area of base + Area of triangular face x4
Volume of prism: Area of cross section x length
TSA of cylinder:
CSA + 2 small circles
= 2πrh + 2πr²

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volumes and surface areas

Cards (8)

3.1.1 Surface area to volume ratio

3.1 Surface Area to Volume Ratio

8.16 Area of a Surface of Revolution

8.8 Using Integration to Solve Problems Involving Area, Volume, and Accumulation

2.2.2 Empirical and molecular formulas

2.5.2 Gas Volumes

1.1.2 Chemical Symbols and Formulae

2.1.2 Exchange Surfaces and a Transport System

3.9 Refraction at a plane surface

1.5.2 Empirical and Molecular Formulas

Setting up integrals to find volumes:

5.1 Chemical Formulae

6.4.1 Motor and Somatosensory Areas

8.3 Viscosity and Surface Tension

3.1 Exchange surfaces

5.3.2 Molar Volume of Gases

5.1.1 Empirical and Molecular Formulae

4.1. Selection of Topic Area

3.9 Refraction at a plane surface

1.4 Chemical Formulae, Equations, and Calculations

6.2 Approximating Areas with Riemann Sums