14. Place the left charge so the center dot is at the 2 cm position and the right one's center dot is at the 4 cm position. Vary the left and right charge to the values provided below and record the resulting forces. PRODUCT of Left Charge Right Charge Resulting Force Resulting Force (Round to Whole #) CHARGES N example: (1x 4) . example: 89.876 example: 90 1 4 4 1. (4 x 1)= 4 89.876 90 2 (2 x2)= 4 89.876 90 (1 x 2)и 2 (1x 8)= 8 (2 х 8) 16 (1x 1)= 1 (3x 4) = 12 44.938 45 1 8. 179.751 180 2 8. 359.501 360 1 22.469 22 4 269.627 270 15. Use the data in the above table to create a SCATTERPLOT comparing the PRODUCT of the Charges vs. the Resulting FORCE (rounded) – [3d and 5th columns above). 16 X the words that best describe the scatter plot you created: O dluster O outlier O linear relationship O non-linear relationship O strong correlation O positive correlation O negative correlation O weak correlation O no correlation O no fit O could have trend line (or) best-fit line O no relationship O positive relationship (slope) O negative relationship (slope) O inverse relationship (negative slope)
14. Place the left charge so the center dot is at the 2 cm position and the right one's center dot is at the 4 cm position. Vary the left and right charge to the values provided below and record the resulting forces. PRODUCT of Left Charge Right Charge Resulting Force Resulting Force (Round to Whole #) CHARGES N example: (1x 4) . example: 89.876 example: 90 1 4 4 1. (4 x 1)= 4 89.876 90 2 (2 x2)= 4 89.876 90 (1 x 2)и 2 (1x 8)= 8 (2 х 8) 16 (1x 1)= 1 (3x 4) = 12 44.938 45 1 8. 179.751 180 2 8. 359.501 360 1 22.469 22 4 269.627 270 15. Use the data in the above table to create a SCATTERPLOT comparing the PRODUCT of the Charges vs. the Resulting FORCE (rounded) – [3d and 5th columns above). 16 X the words that best describe the scatter plot you created: O dluster O outlier O linear relationship O non-linear relationship O strong correlation O positive correlation O negative correlation O weak correlation O no correlation O no fit O could have trend line (or) best-fit line O no relationship O positive relationship (slope) O negative relationship (slope) O inverse relationship (negative slope)
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draw a scatterplot based on the given table of information and then marke the words that best describes the scatter plot with an X.
![14. Place the left charge so the center dot is at the 2 cm position and the right one's center dot is at the
4 cm position. Vary the left and right charge to the values provided below and record the resulting
forces.
PRODUCT of
Right Charge
μC
Resulting Force
(Round to Whole #)
Left Charge
Resulting Force
CHARGES
N
еxample: (1 x 4) -
example:
example:
1
4
4
89.876
90
(4 x 1)= 4
(2 x2)= 4
(1 x 2)= 2
(1 x 8)= 8
4
1
89.876
90
2
89.876
90
1
2
44.938
45
1
8
179.751
180
2
8
(2 x 8)= 16
359.501
360
1
1
(1 x 1)= 1
22.469
22
4
(3 x 4) = 12
269.627
270
15. Use the data in the above table to create a SCATTERPLOT comparing the PRODUCT of the Charges
vs. the Resulting FORCE (rounded) - [3rd and 5th columns above].
16, X the words that best describe the scatter plot you created:
cluster
linear relationship
O outlier
non-linear relationship
O strong correlation
O positive correlation
no fit
O could have trend line (or) best-fit line
|
negative correlation
no relationship
O weak correlation
O positive relationship (slope)
O negative relationship (slope)
inverse relationship (negative slope)
no correlation
O O
O O](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2e7f39d6-06ae-4cea-a805-9b5bc69bcfe3%2Ff8131ff0-ec69-44e7-ba81-7525cc3693d9%2F0ekdpwl_processed.png&w=3840&q=75)
Transcribed Image Text:14. Place the left charge so the center dot is at the 2 cm position and the right one's center dot is at the
4 cm position. Vary the left and right charge to the values provided below and record the resulting
forces.
PRODUCT of
Right Charge
μC
Resulting Force
(Round to Whole #)
Left Charge
Resulting Force
CHARGES
N
еxample: (1 x 4) -
example:
example:
1
4
4
89.876
90
(4 x 1)= 4
(2 x2)= 4
(1 x 2)= 2
(1 x 8)= 8
4
1
89.876
90
2
89.876
90
1
2
44.938
45
1
8
179.751
180
2
8
(2 x 8)= 16
359.501
360
1
1
(1 x 1)= 1
22.469
22
4
(3 x 4) = 12
269.627
270
15. Use the data in the above table to create a SCATTERPLOT comparing the PRODUCT of the Charges
vs. the Resulting FORCE (rounded) - [3rd and 5th columns above].
16, X the words that best describe the scatter plot you created:
cluster
linear relationship
O outlier
non-linear relationship
O strong correlation
O positive correlation
no fit
O could have trend line (or) best-fit line
|
negative correlation
no relationship
O weak correlation
O positive relationship (slope)
O negative relationship (slope)
inverse relationship (negative slope)
no correlation
O O
O O
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