Refer to the screen shot. Which of the following formulas will give the same result as shown in cell F5?Choose all that apply, but choose carefully! If any that you choose are incorrect, your whole answer will be incorrect.

Question

BlackTom AI · Accepted Answer

The arithmetic mean of the four numbers 20, 35, 25 and 52 is (20 + 35 + 25 + 52) / 4 = 132 / 4 = 33.

1) Relevant knowledge points and concepts
- AVERAGE(range) in Excel returns the arithmetic mean of all numeric cells in the specified range (equivalent to SUM(range)/COUNT(range)).
- SUM(range)/n explicitly sums the cells and divides by n.
- Excel has no built‑in function named AVG (that will result in a #NAME? error).
- AVERAGE with comma-separated arguments (AVERAGE(F1,F4)) averages only the listed cells, not the whole range.

2) Step-by-step reasoning
- Read the four values in F1:F4: 20, 35, 25, 52.
- Compute their sum: 20 + 35 + 25 + 52 = 132.
- Compute the mean: 132 divided by the number of values (4) gives 33.
- Any formula that correctly computes this mean will match the shown value in F5.

3) Calculations (intermediate steps)
- Sum = 20 + 35 + 25 + 52 = 132
- Average = 132 / 4 = 33

4) Why the correct answers are correct
- =AVERAGE(F1:F4) computes the mean of all four cells (SUM/COUNT) → returns 33.
- =SUM(F1:F4)/4 explicitly sums the four cells (132) and divides by 4 → returns 33.

5) Why the other options are incorrect
- =AVG(F1:F4) is not a valid Excel function name and will produce a #NAME? error.
- =AVERAGE(F1,F4) passes only two cells (F1 and F4) to AVERAGE, so it computes (20 + 52)/2 = 72/2 = 36, not 33.

6) Conclusion
Both a. =AVERAGE(F1:F4) and b. =SUM(F1:F4)/4 produce the shown result 33; the provided correct answers (a and b) are confirmed.

Refer to the screen shot. Which of the following formulas will give the same result as shown in cell F5?Choose all that apply, but choose carefully! If any that you choose are incorrect, your whole answer will be incorrect.多项选择题

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