2yd 2yd 2yd 4.5yd 2yd
What is the volume of the composite figure?
That's isn't the right answer
To find the volume of the composite figure, we first need to find the individual volumes of each rectangular prism and then add them together.
The first three rectangular prisms have dimensions of:
Length = 2 yards
Width = 2 yards
Height = 2 yards
Volume of the first three rectangular prisms = Length x Width x Height
Volume = 2 yards x 2 yards x 2 yards = 8 cubic yards
The fourth rectangular prism has dimensions of:
Length = 2 yards
Width = 2 yards
Height = 4.5 yards
Volume of the fourth rectangular prism = Length x Width x Height
Volume = 2 yards x 2 yards x 4.5 yards = 18 cubic yards
Finally, we add the volumes of all four rectangular prisms together to find the total volume of the composite figure:
Total volume = 8 cubic yards + 18 cubic yards = 26 cubic yards
Therefore, the volume of the composite figure is 26 cubic yards.
I apologize for the mistake. Let's recalculate the volume of the composite figure.
The composite figure consists of 5 rectangular prisms with the following dimensions:
1. Length = 2 yards, Width = 2 yards, Height = 2 yards
2. Length = 2 yards, Width = 2 yards, Height = 2 yards
3. Length = 2 yards, Width = 2 yards, Height = 2 yards
4. Length = 2 yards, Width = 2 yards, Height = 4.5 yards
5. Length = 2 yards, Width = 2 yards, Height = 2 yards
To find the volume of each rectangular prism:
Volume = Length x Width x Height
1. Volume of the first three prisms = 2 yards x 2 yards x 2 yards = 8 cubic yards
2. Volume of the fourth prism = 2 yards x 2 yards x 4.5 yards = 18 cubic yards
3. Volume of the fifth prism = 2 yards x 2 yards x 2 yards = 8 cubic yards
Total volume of the composite figure = 8 cubic yards + 8 cubic yards + 8 cubic yards + 18 cubic yards + 8 cubic yards
Total volume = 50 cubic yards
Therefore, the correct volume of the composite figure is 50 cubic yards. Thank you for your patience.