The Excel file Syringe Samples provides data for 15 samples of an important measurement in the manufacturing process for medical syringes. Define range names for each of the samples and then use these range names in formulas to find the average value for each sample.

Question

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Answer 1

Textbook Question

Chapter 2, Problem 2PE

The Excel file Syringe Samples provides data for 15 samples of an important measurement in the manufacturing process for medical syringes. Define range names for each of the samples and then use these range names in formulas to find the average value for each sample.

Expert Solution & Answer

To determine

To define the range names for each of these samples and then use the range names in formulas to find the average values of each samples.

Explanation of Solution

Given:

The Syringe samples data for the fifteen samples in the excel file is as follows:

Sample	Sample Observations
S1	4.9600	4.9460	4.9500	4.9560	4.9580
S2	4.9580	4.9270	4.9350	4.9400	4.9500
S3	4.9710	4.9290	4.9650	4.9520	4.9380
S4	4.9400	4.9820	4.9700	4.9530	4.9600
S5	4.9640	4.9500	4.9530	4.9620	4.9560
S6	4.9690	4.9510	4.9550	4.9660	4.9540
S7	4.9600	4.9440	4.9570	4.9480	4.9510
S8	4.9690	4.9490	4.9630	4.9520	4.9620
S9	4.9840	4.9280	4.9600	4.9430	4.9550
S10	4.9700	4.9340	4.9610	4.9400	4.9650
S11	4.9750	4.9590	4.9620	4.9710	4.9680
S12	4.9450	4.9770	4.9500	4.9690	4.9540
S13	4.9760	4.9640	4.9700	4.9680	4.9720
S14	4.9700	4.9540	4.9640	4.9590	4.9680
S15	4.9820	4.9620	4.9680	4.9750	4.9630

Formulas used:

Let the range names be

S1

S2

S3

S4

S5

S6

S7

S8

S9

S10

S11

S12

S13

S14

S15

And the formulas used for the average is:

=AVERAGE(S1), =AVERAGE(S2), and so on for fifteen samples.

Calculation:

We will apply the formula of the average in each of the samples to find out the result.

Business Analytics, Chapter 2, Problem 2PE

Thus, the outcome of the result is as follows:

Sample	Sample Observations					Average
1	4.9600	4.9460	4.9500	4.9560	4.9580	4.9540
2	4.9580	4.9270	4.9350	4.9400	4.9500	4.9420
3	4.9710	4.9290	4.9650	4.9520	4.9380	4.9510
4	4.9400	4.9820	4.9700	4.9530	4.9600	4.9610
5	4.9640	4.9500	4.9530	4.9620	4.9560	4.9570
6	4.9690	4.9510	4.9550	4.9660	4.9540	4.9590
7	4.9600	4.9440	4.9570	4.9480	4.9510	4.9520
8	4.9690	4.9490	4.9630	4.9520	4.9620	4.9590
9	4.9840	4.9280	4.9600	4.9430	4.9550	4.9540
10	4.9700	4.9340	4.9610	4.9400	4.9650	4.9540
11	4.9750	4.9590	4.9620	4.9710	4.9680	4.9670
12	4.9450	4.9770	4.9500	4.9690	4.9540	4.9590
13	4.9760	4.9640	4.9700	4.9680	4.9720	4.9700
14	4.9700	4.9540	4.9640	4.9590	4.9680	4.9630
15	4.9820	4.9620	4.9680	4.9750	4.9630	4.9700

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Answer 2

Textbook Question

Chapter 2, Problem 2PE

The Excel file Syringe Samples provides data for 15 samples of an important measurement in the manufacturing process for medical syringes. Define range names for each of the samples and then use these range names in formulas to find the average value for each sample.

Expert Solution & Answer

To determine

To define the range names for each of these samples and then use the range names in formulas to find the average values of each samples.

Explanation of Solution

Given:

The Syringe samples data for the fifteen samples in the excel file is as follows:

Sample	Sample Observations
S1	4.9600	4.9460	4.9500	4.9560	4.9580
S2	4.9580	4.9270	4.9350	4.9400	4.9500
S3	4.9710	4.9290	4.9650	4.9520	4.9380
S4	4.9400	4.9820	4.9700	4.9530	4.9600
S5	4.9640	4.9500	4.9530	4.9620	4.9560
S6	4.9690	4.9510	4.9550	4.9660	4.9540
S7	4.9600	4.9440	4.9570	4.9480	4.9510
S8	4.9690	4.9490	4.9630	4.9520	4.9620
S9	4.9840	4.9280	4.9600	4.9430	4.9550
S10	4.9700	4.9340	4.9610	4.9400	4.9650
S11	4.9750	4.9590	4.9620	4.9710	4.9680
S12	4.9450	4.9770	4.9500	4.9690	4.9540
S13	4.9760	4.9640	4.9700	4.9680	4.9720
S14	4.9700	4.9540	4.9640	4.9590	4.9680
S15	4.9820	4.9620	4.9680	4.9750	4.9630

Formulas used:

Let the range names be

S1

S2

S3

S4

S5

S6

S7

S8

S9

S10

S11

S12

S13

S14

S15

And the formulas used for the average is:

=AVERAGE(S1), =AVERAGE(S2), and so on for fifteen samples.

Calculation:

We will apply the formula of the average in each of the samples to find out the result.

Business Analytics, Chapter 2, Problem 2PE

Thus, the outcome of the result is as follows:

Sample	Sample Observations					Average
1	4.9600	4.9460	4.9500	4.9560	4.9580	4.9540
2	4.9580	4.9270	4.9350	4.9400	4.9500	4.9420
3	4.9710	4.9290	4.9650	4.9520	4.9380	4.9510
4	4.9400	4.9820	4.9700	4.9530	4.9600	4.9610
5	4.9640	4.9500	4.9530	4.9620	4.9560	4.9570
6	4.9690	4.9510	4.9550	4.9660	4.9540	4.9590
7	4.9600	4.9440	4.9570	4.9480	4.9510	4.9520
8	4.9690	4.9490	4.9630	4.9520	4.9620	4.9590
9	4.9840	4.9280	4.9600	4.9430	4.9550	4.9540
10	4.9700	4.9340	4.9610	4.9400	4.9650	4.9540
11	4.9750	4.9590	4.9620	4.9710	4.9680	4.9670
12	4.9450	4.9770	4.9500	4.9690	4.9540	4.9590
13	4.9760	4.9640	4.9700	4.9680	4.9720	4.9700
14	4.9700	4.9540	4.9640	4.9590	4.9680	4.9630
15	4.9820	4.9620	4.9680	4.9750	4.9630	4.9700

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Answer 3

Textbook Question

Chapter 2, Problem 2PE

The Excel file Syringe Samples provides data for 15 samples of an important measurement in the manufacturing process for medical syringes. Define range names for each of the samples and then use these range names in formulas to find the average value for each sample.

Expert Solution & Answer

To determine

To define the range names for each of these samples and then use the range names in formulas to find the average values of each samples.

Explanation of Solution

Given:

The Syringe samples data for the fifteen samples in the excel file is as follows:

Sample	Sample Observations
S1	4.9600	4.9460	4.9500	4.9560	4.9580
S2	4.9580	4.9270	4.9350	4.9400	4.9500
S3	4.9710	4.9290	4.9650	4.9520	4.9380
S4	4.9400	4.9820	4.9700	4.9530	4.9600
S5	4.9640	4.9500	4.9530	4.9620	4.9560
S6	4.9690	4.9510	4.9550	4.9660	4.9540
S7	4.9600	4.9440	4.9570	4.9480	4.9510
S8	4.9690	4.9490	4.9630	4.9520	4.9620
S9	4.9840	4.9280	4.9600	4.9430	4.9550
S10	4.9700	4.9340	4.9610	4.9400	4.9650
S11	4.9750	4.9590	4.9620	4.9710	4.9680
S12	4.9450	4.9770	4.9500	4.9690	4.9540
S13	4.9760	4.9640	4.9700	4.9680	4.9720
S14	4.9700	4.9540	4.9640	4.9590	4.9680
S15	4.9820	4.9620	4.9680	4.9750	4.9630

Formulas used:

Let the range names be

S1

S2

S3

S4

S5

S6

S7

S8

S9

S10

S11

S12

S13

S14

S15

And the formulas used for the average is:

=AVERAGE(S1), =AVERAGE(S2), and so on for fifteen samples.

Calculation:

We will apply the formula of the average in each of the samples to find out the result.

Business Analytics, Chapter 2, Problem 2PE

Thus, the outcome of the result is as follows:

Sample	Sample Observations					Average
1	4.9600	4.9460	4.9500	4.9560	4.9580	4.9540
2	4.9580	4.9270	4.9350	4.9400	4.9500	4.9420
3	4.9710	4.9290	4.9650	4.9520	4.9380	4.9510
4	4.9400	4.9820	4.9700	4.9530	4.9600	4.9610
5	4.9640	4.9500	4.9530	4.9620	4.9560	4.9570
6	4.9690	4.9510	4.9550	4.9660	4.9540	4.9590
7	4.9600	4.9440	4.9570	4.9480	4.9510	4.9520
8	4.9690	4.9490	4.9630	4.9520	4.9620	4.9590
9	4.9840	4.9280	4.9600	4.9430	4.9550	4.9540
10	4.9700	4.9340	4.9610	4.9400	4.9650	4.9540
11	4.9750	4.9590	4.9620	4.9710	4.9680	4.9670
12	4.9450	4.9770	4.9500	4.9690	4.9540	4.9590
13	4.9760	4.9640	4.9700	4.9680	4.9720	4.9700
14	4.9700	4.9540	4.9640	4.9590	4.9680	4.9630
15	4.9820	4.9620	4.9680	4.9750	4.9630	4.9700

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Answer 4

Textbook Question

Chapter 2, Problem 2PE

The Excel file Syringe Samples provides data for 15 samples of an important measurement in the manufacturing process for medical syringes. Define range names for each of the samples and then use these range names in formulas to find the average value for each sample.

Expert Solution & Answer

To determine

To define the range names for each of these samples and then use the range names in formulas to find the average values of each samples.

Explanation of Solution

Given:

The Syringe samples data for the fifteen samples in the excel file is as follows:

Sample	Sample Observations
S1	4.9600	4.9460	4.9500	4.9560	4.9580
S2	4.9580	4.9270	4.9350	4.9400	4.9500
S3	4.9710	4.9290	4.9650	4.9520	4.9380
S4	4.9400	4.9820	4.9700	4.9530	4.9600
S5	4.9640	4.9500	4.9530	4.9620	4.9560
S6	4.9690	4.9510	4.9550	4.9660	4.9540
S7	4.9600	4.9440	4.9570	4.9480	4.9510
S8	4.9690	4.9490	4.9630	4.9520	4.9620
S9	4.9840	4.9280	4.9600	4.9430	4.9550
S10	4.9700	4.9340	4.9610	4.9400	4.9650
S11	4.9750	4.9590	4.9620	4.9710	4.9680
S12	4.9450	4.9770	4.9500	4.9690	4.9540
S13	4.9760	4.9640	4.9700	4.9680	4.9720
S14	4.9700	4.9540	4.9640	4.9590	4.9680
S15	4.9820	4.9620	4.9680	4.9750	4.9630

Formulas used:

Let the range names be

S1

S2

S3

S4

S5

S6

S7

S8

S9

S10

S11

S12

S13

S14

S15

And the formulas used for the average is:

=AVERAGE(S1), =AVERAGE(S2), and so on for fifteen samples.

Calculation:

We will apply the formula of the average in each of the samples to find out the result.

Business Analytics, Chapter 2, Problem 2PE

Thus, the outcome of the result is as follows:

Sample	Sample Observations					Average
1	4.9600	4.9460	4.9500	4.9560	4.9580	4.9540
2	4.9580	4.9270	4.9350	4.9400	4.9500	4.9420
3	4.9710	4.9290	4.9650	4.9520	4.9380	4.9510
4	4.9400	4.9820	4.9700	4.9530	4.9600	4.9610
5	4.9640	4.9500	4.9530	4.9620	4.9560	4.9570
6	4.9690	4.9510	4.9550	4.9660	4.9540	4.9590
7	4.9600	4.9440	4.9570	4.9480	4.9510	4.9520
8	4.9690	4.9490	4.9630	4.9520	4.9620	4.9590
9	4.9840	4.9280	4.9600	4.9430	4.9550	4.9540
10	4.9700	4.9340	4.9610	4.9400	4.9650	4.9540
11	4.9750	4.9590	4.9620	4.9710	4.9680	4.9670
12	4.9450	4.9770	4.9500	4.9690	4.9540	4.9590
13	4.9760	4.9640	4.9700	4.9680	4.9720	4.9700
14	4.9700	4.9540	4.9640	4.9590	4.9680	4.9630
15	4.9820	4.9620	4.9680	4.9750	4.9630	4.9700

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Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution & Answer

To determine

To define the range names for each of these samples and then use the range names in formulas to find the average values of each samples.

Explanation of Solution

Given:

The Syringe samples data for the fifteen samples in the excel file is as follows:

Sample	Sample Observations
S1	4.9600	4.9460	4.9500	4.9560	4.9580
S2	4.9580	4.9270	4.9350	4.9400	4.9500
S3	4.9710	4.9290	4.9650	4.9520	4.9380
S4	4.9400	4.9820	4.9700	4.9530	4.9600
S5	4.9640	4.9500	4.9530	4.9620	4.9560
S6	4.9690	4.9510	4.9550	4.9660	4.9540
S7	4.9600	4.9440	4.9570	4.9480	4.9510
S8	4.9690	4.9490	4.9630	4.9520	4.9620
S9	4.9840	4.9280	4.9600	4.9430	4.9550
S10	4.9700	4.9340	4.9610	4.9400	4.9650
S11	4.9750	4.9590	4.9620	4.9710	4.9680
S12	4.9450	4.9770	4.9500	4.9690	4.9540
S13	4.9760	4.9640	4.9700	4.9680	4.9720
S14	4.9700	4.9540	4.9640	4.9590	4.9680
S15	4.9820	4.9620	4.9680	4.9750	4.9630

Formulas used:

Let the range names be

S1

S2

S3

S4

S5

S6

S7

S8

S9

S10

S11

S12

S13

S14

S15

And the formulas used for the average is:

=AVERAGE(S1), =AVERAGE(S2), and so on for fifteen samples.

Calculation:

We will apply the formula of the average in each of the samples to find out the result.

Business Analytics, Chapter 2, Problem 2PE

Thus, the outcome of the result is as follows:

Sample	Sample Observations					Average
1	4.9600	4.9460	4.9500	4.9560	4.9580	4.9540
2	4.9580	4.9270	4.9350	4.9400	4.9500	4.9420
3	4.9710	4.9290	4.9650	4.9520	4.9380	4.9510
4	4.9400	4.9820	4.9700	4.9530	4.9600	4.9610
5	4.9640	4.9500	4.9530	4.9620	4.9560	4.9570
6	4.9690	4.9510	4.9550	4.9660	4.9540	4.9590
7	4.9600	4.9440	4.9570	4.9480	4.9510	4.9520
8	4.9690	4.9490	4.9630	4.9520	4.9620	4.9590
9	4.9840	4.9280	4.9600	4.9430	4.9550	4.9540
10	4.9700	4.9340	4.9610	4.9400	4.9650	4.9540
11	4.9750	4.9590	4.9620	4.9710	4.9680	4.9670
12	4.9450	4.9770	4.9500	4.9690	4.9540	4.9590
13	4.9760	4.9640	4.9700	4.9680	4.9720	4.9700
14	4.9700	4.9540	4.9640	4.9590	4.9680	4.9630
15	4.9820	4.9620	4.9680	4.9750	4.9630	4.9700

Answer 8

Expert Solution & Answer

To determine

To define the range names for each of these samples and then use the range names in formulas to find the average values of each samples.

Explanation of Solution

Given:

The Syringe samples data for the fifteen samples in the excel file is as follows:

Sample	Sample Observations
S1	4.9600	4.9460	4.9500	4.9560	4.9580
S2	4.9580	4.9270	4.9350	4.9400	4.9500
S3	4.9710	4.9290	4.9650	4.9520	4.9380
S4	4.9400	4.9820	4.9700	4.9530	4.9600
S5	4.9640	4.9500	4.9530	4.9620	4.9560
S6	4.9690	4.9510	4.9550	4.9660	4.9540
S7	4.9600	4.9440	4.9570	4.9480	4.9510
S8	4.9690	4.9490	4.9630	4.9520	4.9620
S9	4.9840	4.9280	4.9600	4.9430	4.9550
S10	4.9700	4.9340	4.9610	4.9400	4.9650
S11	4.9750	4.9590	4.9620	4.9710	4.9680
S12	4.9450	4.9770	4.9500	4.9690	4.9540
S13	4.9760	4.9640	4.9700	4.9680	4.9720
S14	4.9700	4.9540	4.9640	4.9590	4.9680
S15	4.9820	4.9620	4.9680	4.9750	4.9630

Formulas used:

Let the range names be

S1

S2

S3

S4

S5

S6

S7

S8

S9

S10

S11

S12

S13

S14

S15

And the formulas used for the average is:

=AVERAGE(S1), =AVERAGE(S2), and so on for fifteen samples.

Calculation:

We will apply the formula of the average in each of the samples to find out the result.

Business Analytics, Chapter 2, Problem 2PE

Thus, the outcome of the result is as follows:

Sample	Sample Observations					Average
1	4.9600	4.9460	4.9500	4.9560	4.9580	4.9540
2	4.9580	4.9270	4.9350	4.9400	4.9500	4.9420
3	4.9710	4.9290	4.9650	4.9520	4.9380	4.9510
4	4.9400	4.9820	4.9700	4.9530	4.9600	4.9610
5	4.9640	4.9500	4.9530	4.9620	4.9560	4.9570
6	4.9690	4.9510	4.9550	4.9660	4.9540	4.9590
7	4.9600	4.9440	4.9570	4.9480	4.9510	4.9520
8	4.9690	4.9490	4.9630	4.9520	4.9620	4.9590
9	4.9840	4.9280	4.9600	4.9430	4.9550	4.9540
10	4.9700	4.9340	4.9610	4.9400	4.9650	4.9540
11	4.9750	4.9590	4.9620	4.9710	4.9680	4.9670
12	4.9450	4.9770	4.9500	4.9690	4.9540	4.9590
13	4.9760	4.9640	4.9700	4.9680	4.9720	4.9700
14	4.9700	4.9540	4.9640	4.9590	4.9680	4.9630
15	4.9820	4.9620	4.9680	4.9750	4.9630	4.9700

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

To determine

To define the range names for each of these samples and then use the range names in formulas to find the average values of each samples.

Answer 12

Explanation of Solution

Given:

The Syringe samples data for the fifteen samples in the excel file is as follows:

Sample	Sample Observations
S1	4.9600	4.9460	4.9500	4.9560	4.9580
S2	4.9580	4.9270	4.9350	4.9400	4.9500
S3	4.9710	4.9290	4.9650	4.9520	4.9380
S4	4.9400	4.9820	4.9700	4.9530	4.9600
S5	4.9640	4.9500	4.9530	4.9620	4.9560
S6	4.9690	4.9510	4.9550	4.9660	4.9540
S7	4.9600	4.9440	4.9570	4.9480	4.9510
S8	4.9690	4.9490	4.9630	4.9520	4.9620
S9	4.9840	4.9280	4.9600	4.9430	4.9550
S10	4.9700	4.9340	4.9610	4.9400	4.9650
S11	4.9750	4.9590	4.9620	4.9710	4.9680
S12	4.9450	4.9770	4.9500	4.9690	4.9540
S13	4.9760	4.9640	4.9700	4.9680	4.9720
S14	4.9700	4.9540	4.9640	4.9590	4.9680
S15	4.9820	4.9620	4.9680	4.9750	4.9630

Formulas used:

Let the range names be

S1

S2

S3

S4

S5

S6

S7

S8

S9

S10

S11

S12

S13

S14

S15

And the formulas used for the average is:

=AVERAGE(S1), =AVERAGE(S2), and so on for fifteen samples.

Calculation:

We will apply the formula of the average in each of the samples to find out the result.

Business Analytics, Chapter 2, Problem 2PE

Thus, the outcome of the result is as follows:

Sample	Sample Observations					Average
1	4.9600	4.9460	4.9500	4.9560	4.9580	4.9540
2	4.9580	4.9270	4.9350	4.9400	4.9500	4.9420
3	4.9710	4.9290	4.9650	4.9520	4.9380	4.9510
4	4.9400	4.9820	4.9700	4.9530	4.9600	4.9610
5	4.9640	4.9500	4.9530	4.9620	4.9560	4.9570
6	4.9690	4.9510	4.9550	4.9660	4.9540	4.9590
7	4.9600	4.9440	4.9570	4.9480	4.9510	4.9520
8	4.9690	4.9490	4.9630	4.9520	4.9620	4.9590
9	4.9840	4.9280	4.9600	4.9430	4.9550	4.9540
10	4.9700	4.9340	4.9610	4.9400	4.9650	4.9540
11	4.9750	4.9590	4.9620	4.9710	4.9680	4.9670
12	4.9450	4.9770	4.9500	4.9690	4.9540	4.9590
13	4.9760	4.9640	4.9700	4.9680	4.9720	4.9700
14	4.9700	4.9540	4.9640	4.9590	4.9680	4.9630
15	4.9820	4.9620	4.9680	4.9750	4.9630	4.9700

Answer 13

Ch. 2 - The Excel file Syringe Samples provides data for...Ch. 2 - Convert the Store and Regional Sales database to...Ch. 2 - Convert the Purchase Orders database to an Excel...Ch. 2 - Prob. 6PE Ch. 2 - Prob. 8PE Ch. 2 - In the Excel file Automobile Quality, search for...Ch. 2 - Prob. 10PE Ch. 2 - Conduct a Pareto analysis for the number of...Ch. 2 - Use Excels filtering capability in the Purchase...Ch. 2 - In the Sales Transactions database, use Excels...

The Excel file Syringe Samples provides data for 15 samples of an important measurement in the manufacturing process for medical syringes. Define range names for each of the samples and then use these range names in formulas to find the average value for each sample.

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