Question

mya needs a container that has a volume of at least 14 cubic units to hold her art supplies. which of the following containers will be large enough? circle all that apply.

Explanation:

Step1: Calculate volume of container A

Count the number of unit - cubes. Container A has 3 layers with 4 unit - cubes in each layer. So the volume $V_A=3\times4 = 12$ cubic units.

Step2: Calculate volume of container B

Container B has 2 layers with 3 unit - cubes in each layer. So the volume $V_B=2\times3=6$ cubic units.

Step3: Calculate volume of container C

Container C has 4 layers with 3 unit - cubes in each layer. So the volume $V_C = 4\times3=12$ cubic units.

Step4: Calculate volume of container D

Container D has 4 layers with 4 unit - cubes in each layer. So the volume $V_D=4\times4 = 16$ cubic units.

Step5: Calculate volume of container E

Count the unit - cubes in container E. There are 10 unit - cubes. So the volume $V_E = 10$ cubic units.

Step6: Select containers with volume at least 14 cubic units

Containers with volume at least 14 cubic units are those with $V\geq14$. Only container D has a volume of 16 cubic units which is $\geq14$.

Answer:

D.