67,900 55 4,610,410,000 3,734,500 3,025 17,284 14 298,736,656 241,976 196 86,420 70 7,468,416,400 6,049,400 4,900 9,260 7.5 85,747,600 69,450 56.25 43,210 35 1 867,104,100 1,512,350 1,225 133,333 108 17,777,688,890 14,399,964 11,664 4,692 3.8 22,014,864 17,829.6 14.44 3,704 3 13,719,616 11,112 9 4,074 3.3 16,597,476 13,444.2 10.89 6,173 5 38,105,929 30,865 25 33,950 27.5 1,152,602,500 933,625 756.25 8,642 7 74,684,164 60,494 49 18,520 15 342,990,400 277,800 225 = ∑X ∑Y= ∑X2= ∑XY= ∑Y2 437,162 354.1 33768817890 27352809.8 22155.83 With the help of linear regression equation B= n - ∑XY ∑Y∑X n∑X2 - (∑X)2 B= [13 (27352809.8) - 354.1 × 437162] ×106 13 (33768817890) (437162)2 – B= [355586527.4 - 154799064.2] ×106 4.3899463 × 1011 ×1011 –1.9111061 B= 200787463.2 × 106 2.4788402 × 1011 B= 200787463.2 247884.02 B= 810.005676 B = 810. But
67,900 17,284 86,420 9,260 43,210 133,333 4,692 3,704 4,074 6,173 33,950 8,642 18,520 55 14 70 7.5 35 108 3.8 3 3.3 5 27.5 7 15 4,610,410,000 298,736,656 7,468,416,400 85,747,600 1 867,104,100 17,777,688,890 22,014,864 13,719,616 16,597,476 38,105,929 1,152,602,500 74,684,164 342,990,400 3,734,500 241,976 6,049,400 69,450 1,512,350 14,399,964 17,829.6 11,112 13,444.2 30,865 933,625 60,494 277,800 3,025 196 4,900 56.25 1,225 11,664 14.44 9 10.89 25 756.25 49 225 ∑X = 437,162 ∑Y= 354.1 ∑X2= 33768817890 ∑XY= 27352809.8 ∑Y2 22155.83 With the help of linear regression equation B= n ∑XY - ∑Y∑X n∑X2 - (∑X)2 B= [13 (27352809.8) - 354.1 × 437162] ×106 13 (33768817890) – (437162)2 B= [355586527.4 - 154799064.2] ×106 4.3899463 × 1011 –1.9111061 ×1011 B= 200787463.2 × 106 2.4788402 × 1011 B= 200787463.2 247884.02 B= 810.005676 B = 810. But
Pascal_final_research.docx