12 * 30 * 16 = 5,760 cubic inches
6 * 12 * 9 = 648 cubic inches
5,760 - 648 = _______ cubic inches
The larger tank is 12 x 30 x 16 and the smaller tank is 6 x 12 x 9.
6 * 12 * 9 = 648 cubic inches
5,760 - 648 = _______ cubic inches
The volume of the larger tank can be found by multiplying its length, width, and height:
Volume of larger tank = 12 inches x 30 inches x 16 inches = 5,760 cubic inches
Similarly, the volume of the smaller tank can be found by multiplying its length, width, and height:
Volume of smaller tank = 6 inches x 12 inches x 9 inches = 648 cubic inches
Since Joe takes water from the larger tank to completely fill the smaller tank, the remaining water in the larger tank can be found by subtracting the volume of the smaller tank from the volume of the larger tank:
Remaining water in larger tank = Volume of larger tank - Volume of smaller tank
= 5,760 cubic inches - 648 cubic inches
= 5,112 cubic inches
Therefore, there will be 5,112 cubic inches of water remaining in the larger tank.
The volume of a rectangular prism (tank) can be calculated by multiplying its length, width, and height.
The volume of the larger tank is given as 12 x 30 x 16. We can multiply these dimensions to find the volume:
Volume of larger tank = 12 * 30 * 16
Next, we can calculate the volume of the smaller tank using its dimensions of 6 x 12 x 9:
Volume of smaller tank = 6 * 12 * 9
Now that we have both volumes, we can subtract the volume of the smaller tank from the volume of the larger tank to find the remaining volume of water.
Remaining volume of water = Volume of larger tank - Volume of smaller tank
Let's plug in the values and calculate:
Volume of larger tank = 12 * 30 * 16 = 5760 cubic inches
Volume of smaller tank = 6 * 12 * 9 = 648 cubic inches
Remaining volume of water = 5760 - 648 = 5112 cubic inches
Therefore, there will be 5112 cubic inches of water remaining in the larger tank.