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A rectangular box with a surface area of 28.5 ft has a square base and a length of 4 ft. Solve for the volume of the box. Solve for the lateral surface area of the box.

A rectangular box with a surface area of 28.5 ft has a square base and a length of 4 ft. Solve for the volume of the box. Solve for the lateral surface area of the box.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
A rectangular box with a surface area of 28.5 ft has a square base and a length of 4 ft. Solve for the volume of the box. Solve for the lateral surface area of the box. The diagonal of a cube is 3 ft. Solve for the length of an edge of the cube. Solve for the volume of the cube. Solve for the surface area of the cube. Solve for the lateral surface area of the cube. A hexagon has vertices located at the midpoints of the sides of a cube with a volume of 64 in°. Solve for the area of the hexagon.
Transcribed Image Text:A rectangular box with a surface area of 28.5 ft has a square base and a length of 4 ft. Solve for the volume of the box. Solve for the lateral surface area of the box. The diagonal of a cube is 3 ft. Solve for the length of an edge of the cube. Solve for the volume of the cube. Solve for the surface area of the cube. Solve for the lateral surface area of the cube. A hexagon has vertices located at the midpoints of the sides of a cube with a volume of 64 in°. Solve for the area of the hexagon.
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