Answer:
Volume of prism is equal to [tex]96[/tex] units
Step-by-step explanation:
let the side of the cube be of one unit.
Then, the area of the base is equal to [tex]16[/tex] connecting cubes
Assuming a square base of the rectangular prism.
Length of one side of the base of rectangular prism [tex]= 4[/tex] units
Similarly, width of the base of rectangular prism [tex]= 4[/tex] units
The height of the rectangular prism is [tex]6[/tex] units
Volume of the prim [tex]=[/tex] Length [tex]*[/tex] Width [tex]*[/tex] Height
Substituting the given values in above equation, we get -
[tex]V = 4* 4* 6\\V = 96[/tex]
Volume of prism is equal to [tex]96[/tex] units