The image is a worksheet focused on finding the perimeter of shapes using formulas. Let me explain the two problems in detail:

Problem 1: Perimeter of a Square

• Formula: $P = 4S$, where $S$ is the side length of the square.
• Steps:
  1. Identify the side length of the square ($S$) from the packet or example.
  2. Substitute $S$ into the formula.
  3. Multiply by 4 to find $P$, the perimeter.

Problem 2: Perimeter of a Rectangle

• Formula: $P = 2L + 2W$, where $L$ is the length and $W$ is the width of the rectangle.
• Steps:
  1. Identify $L$ (length) and $W$ (width) from the packet or example.
  2. Substitute $L$ and $W$ into the formula.
  3. Perform the arithmetic to find $P$, the perimeter.

Would you like to proceed with specific values or details from your packet? Let me know so I can help!

Relative Questions:

1. What are the side lengths for the square in problem 1?
2. What are the length and width of the rectangle in problem 2?
3. Can you explain why the formulas for the square and rectangle are different?
4. What happens to the perimeter if the side of the square doubles?
5. How can these formulas apply to real-world situations, like fencing a yard?

Tip: Always substitute the values carefully into formulas to avoid calculation errors.