Final answer:
The total volume of Tyler's two storage spaces can be represented by the expression s³ + 12, and with s=4 feet for the large storage space, the total volume will be 76 ft³.
Step-by-step explanation:
To find the total volume of Tyler's two storage spaces, we first need to understand the volume formula for a cube, which is V = s³, where 's' is the length of one side of the cube.
The small storage space already has a given volume of 12 ft³.
The volume of the large storage space would be given by s³, since 's' is the length of one side of the large storage cube.
To find the total volume of both storage spaces, we would add the volume of the small space to the volume of the large space, resulting in the expression V_total = s³ + 12.
If one side of the large storage space is 4 feet long, then its volume would be 4³ = 64 ft³. Adding the volume of the small storage space, we get a total volume of 64 ft³ + 12 ft³ = 76 ft³.