Math Problem Statement
Control
Experimental
Leaf
closed stomata
open
Proportion of open stomata
closed stomata
open
Proportion of open stomata
stomata
stomata
Plant 1, Leaf 1, View 1
11
9
45%
12
8
40%
Plant 1, Leaf 1, View 2
16
4
25%
13
7
35%
Plant 1, Leaf 1, View 3
13
7
54%
13
7
35%
Plant 1, Leaf 2, View 1
14
6
30%
11
9
45%
Plant 1, Leaf 2, View 2
17
3
15%
13
7
35%
Plant 1, Leaf 2, View 3
15
5
25%
13
7
35%
Plant 2, Leaf 1, View 1 4
16
80%
Plant 2, Leaf 1, View 2 7
13
65%
Plant 2, Leaf 1, View 3 2
18
90%
Plant 2, Leaf 2, View 1 6
14
70%
Plant 2, Leaf 2, View 2 3
17
85%
Plant 2, Leaf 2, View 3 4
16
80%
Average
14.33
5.67
32.33%
8.42
11.58
58%
Standard deviation
2.16
2.16
0.14
4.48
4.48
0.22how do I put this in excel to compare average and standard deviation of both groups
Solution
Here’s how you can enter the data into Excel and calculate the average and standard deviation for comparison:
Step 1: Enter the Data into Excel
- Open Excel and create a new spreadsheet.
- Label your columns as follows:
A | B | C | D | E | F | G | H |
---|---|---|---|---|---|---|---|
Leaf | Closed Stomata (Control) | Open Stomata (Control) | Proportion Open (Control) | Closed Stomata (Experimental) | Open Stomata (Experimental) | Proportion Open (Experimental) |
- Enter your values row by row.
Step 2: Calculate Averages
In the cells below your dataset, use the AVERAGE function to find the mean for each category:
- In the column below your "Closed Stomata (Control)" data, type:
=AVERAGE(B2:B13)
- Do the same for Open Stomata (Control), Proportion Open (Control), Closed Stomata (Experimental), Open Stomata (Experimental), and Proportion Open (Experimental) by adjusting the column letter.
Step 3: Calculate Standard Deviation
Below the averages, use the STDEV.S function (sample standard deviation):
- For Closed Stomata (Control):
=STDEV.S(B2:B13)
- Repeat for the other columns.
Step 4: Compare Groups with a Graph (Optional)
- Select the Average and Standard Deviation data.
- Click Insert > Recommended Charts and choose a bar graph or scatter plot to compare control vs. experimental conditions.
Step 5: Interpretation
- Compare the average proportion of open stomata between the groups.
- Higher standard deviation means greater variation in data.
Would you like help with formatting or making a chart?
Here are some related questions:
- How can I format the table for better readability?
- What type of graph best compares this data?
- How do I add error bars using standard deviation?
- How do I highlight differences between control and experimental groups?
- Can I use Excel to run a statistical test (e.g., t-test) to compare the groups?
💡 Tip: Use conditional formatting in Excel to highlight values that differ significantly between control and experimental groups!
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Math Problem Analysis
Mathematical Concepts
Statistics
Averages
Standard Deviation
Formulas
AVERAGE
STDEV.S
Theorems
-
Suitable Grade Level
Grades 9-11
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