To find the answer, we need to look at the grid provided in the worksheet. The question asks for the "1st" of the prizes won. In a table or grid like this, the first item is located in the top-left corner.
Step 1: Locate the correct row.
The rows are labeled with letters on the left side: A, B, C, D, and E. Since we are looking for the
1st prize, we look at the first row, which is labeled
A.
Step 2: Locate the correct column.
The columns are labeled with numbers across the top: 1, 2, 3, 4, and 5. Since we are looking for the
1st prize, we look at the first column, which is labeled
1.
Step 3: Identify the value.
Find the box where Row
A and Column
1 meet. Inside that specific box, there is a drawing of dice. If you count the dots (pips) on the two dice shown in that box:
- One die has 6 dots.
- The other die has 5 dots.
- Total dots = $6 + 5 = 11$.
However, usually, these problems ask you to read the number represented by the dice or simply identify the cell. Looking closely at the specific question "Look again on the grid opposite. 1st of the prizes won. What is the sum of the points?", we just need to add the dots.
Let's re-verify the dots in cell A1:
- Top die: 6 dots.
- Bottom die: 5 dots.
- Sum: 11.
Wait, let me look closer at the image provided. The image shows a grid.
Row A, Column 1 contains two dice.
Die 1 shows 6 dots.
Die 2 shows 5 dots.
Sum = 11.
Let's check if there is any other interpretation. Sometimes "1st" refers to the order in a list. But here it says "Look again on the grid... 1st of the prizes won." This implies position (1,1).
Let's double-check the other cells just to be sure I'm reading the grid right.
A2: Die showing 2, Die showing 2. Sum 4.
B1: Die showing 1, Die showing 1. Sum 2.
The question asks for the sum of the points for the 1st prize (Cell A1).
Calculation:
$6 + 5 = 11$
Final Answer:
11
Parent Tip: Review the logic above to help your child master the concept of random sampling worksheet.