Answer:
14,400 cubic units
Step-by-step explanation:
We are given that An oblique prism is created using rhombuses with edge lengths of 25 units.
Area of each rhombus : 600 square units.
The perpendicular distance between the bases is 24 units.
Since volume = [tex]\text{Area of Base} \times Height[/tex]
Area of Base = Area of one rhombus = 24 units
Height = 24 units .
So, volume of the prism = [tex]600 \times 24[/tex]
= [tex]14400 units^3[/tex]
Hence the volume of prism is 14,400 cubic units
