Exploring Surface Area and Volume of Composite Shapes

A solid with a complex structure

A solid that changes shape under pressure

A solid made from a single three-dimensional shape

A solid made by combining more than one three-dimensional shape

Divide the surface areas of individual shapes

Add the surface areas of individual shapes together

Subtract the surface areas of individual shapes

Multiply the surface areas of individual shapes

2πrh

πr^2h

πr^2 + 2πrh

2πr(h + r)

Length + Width + Height

Length x Width x Height

2(Length + Width + Height)

Length / Width / Height

πr^2h

πr^2/2h

1/2πr^2h

2πr^2h

By adding the areas of individual shapes

By multiplying the areas of individual shapes

By subtracting the areas of individual shapes

By dividing the areas of individual shapes

Subtract the volume of the smaller shape from the larger one

Find the volume of the largest shape only

Calculate the volume of each shape separately and then add them

Multiply the volumes of all shapes together

1/3 base area x height

Base area x height

Base area / height

Base area + lateral surface area

Multiplying the slant height by 2

Dividing the base by the slant height

Using the Pythagorean theorem

Adding the base to the slant height

Base area x height

1/3 base area x height

1/2 base area x height

2 x base area x height