To determine the correct answer for the content of cell C5 in Table 3, we need to analyze the table carefully. Let's break down the information step-by-step.
Step 1: Understanding the Table Structure
The table is organized with rows and columns. The first column lists the grade levels (SHS1, SHS11, SHS111), while the subsequent columns (A, B, C, D, E) represent different subjects (Maths, ICT, English) and their corresponding values for each grade level.
Step 2: Locating Cell C5
- Row 5 corresponds to SHS111 (the third grade level).
- Column C corresponds to ICT (the second subject).
Thus, cell C5 is located at the intersection of the row for SHS111 and the column for ICT.
Step 3: Finding the Value in Cell C5
Looking at the table:
- For
SHS111 (Row 5), the values are:
- Column A: 2456
- Column B: 4009
- Column C: 4400
- Column D: (empty)
- Column E: (empty)
From this, we can see that the value in cell C5 (which is the value for ICT for SHS111) is
4400.
Step 4: Evaluating the Options
Now, let's evaluate the options provided:
-
A. 2456: This value corresponds to Column A (Maths) for SHS111, which is incorrect for cell C5.
-
B. 4009: This value corresponds to Column B (ICT) for SHS111, which is also incorrect for cell C5.
-
C. 4400: This is the correct value for cell C5, as it corresponds to ICT for SHS111.
-
D. 3450: This value corresponds to Column A (Maths) for SHS1, which is not relevant to cell C5.
Conclusion
The correct answer for the content of cell C5 is
C. 4400.
Summary of the Explanation
- The table is structured with grade levels in rows and subjects in columns.
- Cell C5 corresponds to the value for ICT for the grade level SHS111.
- The value in cell C5 is 4400, which is found in the intersection of Row 5 and Column C.
- The other options do not correspond to the correct cell location.
Revision Summary
- Cell C5 is located at the intersection of SHS111 and ICT.
- The value in cell C5 is 4400.
- Other options do not match the correct cell location.
- Always check the row and column headers to find the correct intersection in a table.