A right rectangular prism has these dimensions: Length − Fraction 1 and 1 over 4 units Width − Fraction 5 over 8 unit Height − Fraction 3 over 4 unit How many unit cubes of side length Fraction 1 over 8 units are required to pack the prism without any gap or overlap? 60 75 150 300
Answers
The unit cubes required to pack the prism without any gap or overlap are 300
Therefore, option (4) is correct.
Step-by-step explanation:
Given:
The length of a right rectangular prism units = units
The width of a right rectangular prism units
The height of a right rectangular prism units
To find out:
The number of cubes of side length 1/8 units that will pack the prism
Solution:
A right rectangular prism is nothing but a cuboid
The volume of the right rectangular prism will be
unit³
unit³
Volume of one cuboid
unit³
The number of cubes that will pack the right rectangular prism
Hope this answer is helpful,
Know More:
Q: A right rectangular prism has these dimensions:
Length: 1 1/2 units
Width: 1/2 unit
Height: 3/4 unit
How many cubes of side length 1/4 unit are required to completely pack the prism without any gap or overlap?
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The unit cubes required to pack the prism without any gap or overlap are 300Therefore, option (4) is correct.Step-by-step explanation:Given:The length of a right rectangular prism units = unitsThe width of a right rectangular prism unitsThe height of a right rectangular prism unitsTo find out:The number of cubes of side length 1/8 units that will pack the prismSolution:A right rectangular prism is nothing but a cuboidThe volume of the right rectangular prism will be unit³ unit³Volume of one cuboid unit³The number of cubes that will pack the right rectangular prismHope this answer is helpful,Know More:Q: A right rectangular prism has these dimensions:Length: 1 1/2 unitsWidth: 1/2 unitHeight: 3/4 unitHow many cubes of side length 1/4 unit are required to completely pack the prism without any gap or overlap?