This is the data set: I think we have to use the error method/ solver tool to find answer the question. This is for an intro to programming class. Any help would be aprreciated. Thank you!

x	y
0.0	0.21
0.1	0.62
0.2	0.80
0.3	1.09
0.4	1.14
0.5	0.96
0.6	1.01
0.7	0.91
0.8	0.67
0.9	0.43
1.0	0.21
1.1	0.00
1.2	-0.19
1.3	-0.37
1.4	-0.51
1.5	-0.56
1.6	-0.57
1.7	-0.44
1.8	-0.41
1.9	-0.35
2.0	-0.22
2.1	-0.12
2.2	-0.02
2.3	0.06
2.4	0.10
2.5	0.11
2.6	0.13
2.7	0.08
2.8	0.03
2.9	-0.04
3.0	-0.11
3.1	-0.22
3.2	-0.30
3.3	-0.31
3.4	-0.36
3.5	-0.44
3.6	-0.42
3.7	-0.35
3.8	-0.30
3.9	-0.29
4.0	-0.26
4.1	-0.16
4.2	-0.10
4.3	-0.05
4.4	0.00
4.5	0.05
4.6	0.08
4.7	0.09
4.8	0.12
4.9	0.14
5.0	0.12
5.1	0.13
5.2	0.10
5.3	0.12
5.4	0.11
5.5	0.10
5.6	0.11
5.7	0.11
5.8	0.14
5.9	0.14
6.0	0.18
6.1	0.21
6.2	0.19
6.3	0.22
6.4	0.24
6.5	0.28
6.6	0.27
6.7	0.28
6.8	0.24
6.9	0.23
7.0	0.21
7.1	0.16
7.2	0.14
7.3	0.12
7.4	0.10
7.5	0.06
7.6	0.04
7.7	0.01
7.8	-0.01
7.9	-0.03
8.0	-0.05
8.1	-0.07
8.2	-0.10
8.3	-0.12
8.4	-0.10
8.5	-0.15
8.6	-0.15
8.7	-0.14
8.8	-0.16
8.9	-0.19
9.0	-0.18
9.1	-0.23
9.2	-0.20
9.3	-0.24
9.4	-0.23
9.5	-0.24
9.6	-0.22
9.7	-0.22
9.8	-0.23
9.9	-0.19
10.0	-0.20
10.1	-0.21
10.2	-0.18
10.3	-0.15
10.4	-0.14
10.5	-0.12
10.6	-0.08
10.7	-0.07
10.8	-0.04
10.9	-0.02
11.0	0.01
11.1	0.03
11.2	0.05
11.3	0.08
11.4	0.09
11.5	0.10
11.6	0.13
11.7	0.16
11.8	0.18
11.9	0.16
12.0	0.21
12.1	0.20
12.2	0.23
12.3	0.19
12.4	0.25
12.5	0.21
12.6	0.21
12.7	0.23
12.8	0.20
12.9	0.21
13.0	0.22
13.1	0.21
13.2	0.19
13.3	0.19
13.4	0.16
13.5	0.14
13.6	0.11
13.7	0.09
13.8	0.07
13.9	0.06
14.0	0.03
14.1	0.01
14.2	-0.01
14.3	-0.04
14.4	-0.06
14.5	-0.08
14.6	-0.10
14.7	-0.12
14.8	-0.12
14.9	-0.14

The following data can be modeled using the equation Y-exp(-Ax) sin(Bx)+ C cos(x) a) plot the data (all plots must have: titles, labels, legends, colors, etc.) b) assume values for A, B and C in the range of (0.3 to 3.0); in a new column calculate the new values of Y; calculate the error between the data and the values calculated c) in a new plot show the two graphics (Y data and new Y) and in a additional plot show the error between Y data and the new Y. d) Find the values of A, B and C that fit the best the data e) with these values (A,B, C) calculate a new Y; in a new plots show the original data Y and these new values of Y; in additional plot show the error between Ydata and Y new. f) In a new graph show the plot of Ydata, Y found in b and Y found in e g) In a new graph show the plot of errors found in b, and errors found in e Model Function 0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 1.1 1.2 1.3 1.4 1.5 0.21 0.62 0.80 1.09 1.14 0.96 1.01 0.91 0.67 0.43 0.21 0.00 0.19 0.37 0.51 0.56 1.40 1.20 1.00 0.80 0.60 0.40 0.20 0.00 0.20 00 2 0.40 0.60 0.80 6.0 12.0 14.016.0 The following data can be modeled using the equation Y-exp(-Ax) sin(Bx)+ C cos(x) a) plot the data (all plots must have: titles, labels, legends, colors, etc.) b) assume values for A, B and C in the range of (0.3 to 3.0); in a new column calculate the new values of Y; calculate the error between the data and the values calculated c) in a new plot show the two graphics (Y data and new Y) and in a additional plot show the error between Y data and the new Y. d) Find the values of A, B and C that fit the best the data e) with these values (A,B, C) calculate a new Y; in a new plots show the original data Y and these new values of Y; in additional plot show the error between Ydata and Y new. f) In a new graph show the plot of Ydata, Y found in b and Y found in e g) In a new graph show the plot of errors found in b, and errors found in e Model Function 0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 1.1 1.2 1.3 1.4 1.5 0.21 0.62 0.80 1.09 1.14 0.96 1.01 0.91 0.67 0.43 0.21 0.00 0.19 0.37 0.51 0.56 1.40 1.20 1.00 0.80 0.60 0.40 0.20 0.00 0.20 00 2 0.40 0.60 0.80 6.0 12.0 14.016.0