Question
A.) Arrange the steps for finding Surface Area (3 points) and solve (2 points):
Step 1: Click Here
Step 2: Click Here
SOLVE:
Surface Area =__________
B.) Arrange the steps for finding Volume (3 points) and solve (2 points):
Step 1: Click Here
Step 2: Click Here
SOLVE:
Volume =__________
Step 1: Click Here
Step 2: Click Here
SOLVE:
Surface Area =__________
B.) Arrange the steps for finding Volume (3 points) and solve (2 points):
Step 1: Click Here
Step 2: Click Here
SOLVE:
Volume =__________
Answers
GPT-4o mini
To find the surface area and volume of a geometric shape, it would help to specify which shape you're referring to (e.g., cube, cylinder, sphere, etc.). However, I will provide a general arrangement of steps and solutions for a cube as an example.
### A.) Finding Surface Area of a Cube:
**Steps:**
1. Calculate the length of one side (s).
2. Use the formula: Surface Area = 6 * s².
3. Substitute the value of s into the formula to calculate the surface area.
**SOLVE:**
If the length of one side of the cube (s) is 4 units:
Surface Area = 6 * (4)²
Surface Area = 6 * 16
Surface Area = 96 square units
### B.) Finding Volume of a Cube:
**Steps:**
1. Calculate the length of one side (s).
2. Use the formula: Volume = s³.
3. Substitute the value of s into the formula to calculate the volume.
**SOLVE:**
If the length of one side of the cube (s) is 4 units:
Volume = (4)³
Volume = 64 cubic units
Please let me know if you're referring to a specific shape or if you need calculations for a different geometric figure!
### A.) Finding Surface Area of a Cube:
**Steps:**
1. Calculate the length of one side (s).
2. Use the formula: Surface Area = 6 * s².
3. Substitute the value of s into the formula to calculate the surface area.
**SOLVE:**
If the length of one side of the cube (s) is 4 units:
Surface Area = 6 * (4)²
Surface Area = 6 * 16
Surface Area = 96 square units
### B.) Finding Volume of a Cube:
**Steps:**
1. Calculate the length of one side (s).
2. Use the formula: Volume = s³.
3. Substitute the value of s into the formula to calculate the volume.
**SOLVE:**
If the length of one side of the cube (s) is 4 units:
Volume = (4)³
Volume = 64 cubic units
Please let me know if you're referring to a specific shape or if you need calculations for a different geometric figure!