One of the theories regarding initial public offering (IPO) pricing is that the initial return...

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One of the theories regarding initial public offering (IPO) pricing is that the initial return y (the percentage change from offer to open price) on an IPO depends on the price revision x (the percentage change from pre-offer to offer price). Another factor that may influence the initial return is a high-tech dummy variable that equals 1 for high-tech firms and 0 otherwise. The following table shows a portion of the data on 264 IPO firms from January 2001 through September 2004.

Initial Return Price Revision High-Tech
36.42 11.55 0
19.51 23.11 0
-2.67 24.50 1

excel data file:

Initial Return Price Revision High-tech
36.42 11.55 0
19.51 -23.11 0
2.35 -0.83 0
6.68 -43.04 1
0 -13.69 0
1.07 0 1
17.45 0 1
0 -24.16 0
0 -20.45 0
0 -3.35 0
-3.54 -7.14 0
13.75 7.97 0
5.89 1.78 0
16.95 9.48 1
6.56 -41.5 1
18.36 -33.1 1
5.11 4.73 1
-0.21 -46.15 1
6.67 -13.58 0
13.83 12.12 1
-28.61 -24.45 0
-10.07 13.52 0
32.57 32.63 1
12.57 -0.35 0
-8.27 -6.01 1
4.36 -45.42 1
3.56 -18.56 1
0 -24.21 0
16.49 9.38 0
8.05 0 1
12.12 0 0
9.79 -6.94 1
4.98 -18.13 0
14.85 -1.54 0
-0.62 -24.66 1
14.84 0 0
1.9 0 1
12.18 10.86 0
24.8 9.45 0
38.76 28.83 0
27.85 9.49 1
0 -6.98 0
3.63 -22.91 1
14.46 -26.65 0
11.05 3.39 0
0 0 0
8.57 6.68 1
-5.7 -3.49 0
10.74 9.8 1
0 2.58 1
1.97 -11.5 0
4.98 -20.83 1
11.65 5.4 1
0 -6.66 0
0.45 -8.04 0
0 -29.52 0
4.1 -7.02 1
31.45 22.05 0
11.48 8.33 0
4.14 -26.97 1
11.42 -26.4 1
0 -0.73 0
7.77 -3.77 0
31.29 19.6 0
39.73 34.03 1
-0.98 -37.03 1
12.62 1.39 0
2.98 0 0
38.05 20.92 0
4.83 -4.8 1
1.86 -18.24 0
0.91 0 0
16.77 6.67 1
0 -22.52 0
-2 -30.29 1
20.69 16.19 1
-13.91 -16.59 1
0 -12.44 0
-2.66 -3.04 1
11.99 0.36 0
25.24 11.04 1
13.59 -41.27 1
41.64 13.34 0
7.3 -37.71 0
11.08 -10.65 0
-2.98 0 0
0 -18.59 0
-0.97 -10.67 0
0 -26.13 1
7.35 -8.08 0
4.15 36.28 0
42.87 14.99 1
17.71 5.1 0
10.7 0 0
33.84 37.79 1
0 -29.54 1
3.06 -10.27 0
7.21 0 0
20.43 7.96 0
1.26 -13.68 0
11.03 3.18 0
12.67 -29.37 1
14.75 7.91 0
17.73 -18.33 1
5.61 8.09 1
8.32 -11.13 0
11.92 1.59 0
5.01 -8.7 0
11.08 -6.34 0
7.15 -0.43 0
1.9 -5.3 1
1.53 -2.64 1
0 0 0
0 -24.07 0
11.82 -34.42 1
40.7 43.44 1
0 -25.35 0
15.92 10.11 1
15.57 19.02 0
38.18 14.48 1
-8.67 -19.13 0
44.49 12.56 1
35 20.54 0
8.18 0.8 0
0 -11.82 0
9.87 0 0
0 -9.46 1
28.51 6.52 0
0 -13.35 0
0.51 -28.8 1
13.96 -24.67 1
0.03 -11.25 1
0 -14.98 0
39.79 -43.31 1
4.22 6.68 1
0 -24.62 0
21.7 -13.33 0
28.39 9.28 0
7.04 8.9 0
6.02 -4.55 1
-3.68 -6.49 0
-2.17 -2.42 0
13.01 -1.46 0
10.64 5.44 1
-0.84 -42.38 1
16.22 0 0
3.04 17.15 0
0 -28.97 0
2.4 -51.56 1
3.49 -23.49 1
9.57 0 1
1.57 -52.41 1
23.12 -0.13 0
-1.45 -9.67 1
4.81 -16.9 1
8.67 -4.89 0
10.44 0 0
22.52 18.26 0
-1.27 -22.35 0
18.41 3.74 1
-2.05 5.29 0
-1.55 -10.51 1
0 -10.17 1
5.08 -9.85 1
9.42 10.84 0
0 7.79 0
17.64 11.01 0
7.65 14.7 0
0 0 0
-0.93 -33.24 1
42.01 -45.93 1
3.24 -25.6 1
37.48 25.52 1
5.27 -5.4 1
3.3 -26.06 0
4.04 -7.58 0
18.21 -1.98 1
4.13 1.52 1
-4.92 -8.6 0
10.9 -24.36 0
1.65 -14.08 0
0 15.13 0
6.61 -7.55 0
8.81 16.72 0
0 -8.64 0
11.99 6.86 0
9.32 -23.95 1
5.48 -8.12 1
6.84 0 0
19.56 -21.4 1
0.04 -8.37 1
-2.19 0 0
8.19 2.67 1
-1.16 -12.55 0
18.18 0 0
-1.5 -1.58 0
-0.1 -16.82 0
12.44 5.66 0
5.18 0 0
12.18 0 0
18.85 7.79 0
3.07 -6.33 0
6.35 -48.81 1
6.02 0 0
-2.76 129.75 0
0 9.28 0
9.57 -10.7 0
2.9 -33.64 1
1.64 -16.83 1
0 -23.6 0
-1 -3.98 0
3.26 -14.88 0
20.52 23.26 1
2.42 -4.09 1
0 -2.31 0
23.97 8.81 1
0 -15.01 0
19.63 6.67 0
6.33 -58.01 0
30.88 -9.44 0
0 2.95 1
0.47 -19.14 0
-2.24 -11.12 0
0 -44.49 1
16.09 9.73 1
4.35 -12.24 0
8.13 0 0
17.19 0 0
4.48 1.63 1
8.48 -10.54 0
7.61 6.83 1
0 -20.84 0
0 -14.31 0
4.97 -27.78 1
16.31 32.94 1
4.66 10.96 0
3.69 -40.38 1
0 0 0
1.25 -27.88 0
3.78 -27.45 0
16.35 -0.68 0
27.52 0 0
-0.08 -29.08 1
-0.95 -1.54 1
16.81 -19.77 1
4 0 0
0 -4.34 0
12.54 12.84 0
6.54 -3.47 0
9.8 10.6 0
21.66 7.37 0
0 -9.9 0
0.97 0.46 0
18.58 -21.38 1
18.4 34.78 0
11.63 -17.97 0
0 -41.27 0
10.11 -39.33 1
10.3 -31.44 1
6.9 7.01 0
31.62 9.44 0
0 -10.78 0
18.89 15.35 0
-2.67 -24.5 1

a-1. Estimate y = o + 1x + 2d + where the dummy variable d equals 1 for firms that are high-tech. (Round your answers to 2 decimal places.)

= + Price Revision + High-Tech

a-2. Use the estimated model to predict the initial return of a high-tech firm with a 10% price revision. (Round coefficient estimates to at least 4 decimal places and final answer to 2 decimal places.)

Predicted return of a high-tech firm:

Answer & Explanation Solved by verified expert
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