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10 100 6900gol armethic sequence (sequences are sets | EX. 1, 2, 3, 4, 5, 10 (10100) "googolplex A sequence of numbers that increase by the same amount (common difference) [a] 3,5 4.6, 5.7, 6.8... ←d='·| JUNGAN OUT 91 9₂ the second term an the noth term U the last term the first term az 2, 4, 6, 8, 10, 125. 11 = वा no last term X MAXE SheIN natural pos. number n = 1,2,3 2, 6, 10, 14, 18 a, + d a3 = a₂ +d = a₁ + 2d au = az + d = a₁ + 3d an = a₁ + (n-1) d + 50 96 = 95 +d= 920= a₁ +1ad sequence any = { 2, 6, 10, 14,...} 5+ 102 t t T 4 T <last term V if there is a last term the sequence is called a finite one If no last term -> infinite sequenc PRACTICE 9₁ = 2 d=4 an 2 + (n-1) 4 910= 2 + 9 x 4 = 38 915= 2+14x4=58 102=2+ (n-1) 4 102=2+un-4 102 = -2+un 1 -4n=-2-102 +4n = +1049 n = 26 bn = 39.8 b₁ = 3.5 d = 1.1 7xK n = 34 67 67 5 SENI = 3.5+ (7-1) 1.1 .bil bh= 25.5 = 3.5+ 6.6 = 101 NO 39.8= 3.5+ (n − 1) 1.1 39.8 = 3.5 +1.1n-1.1 -1.1n २.4 - 39.8 727 1811 = 3.5+ (11-1) 1.1 = 14.5 8148144 SAKISI 25.5= 3.5+ (n-1) 1.1 25.5= 3.5+ 1.1 1.1 -1.1n = 3.5 NA -1.1h= - 23.1 JASMININI NIS GEWO n = 21 J ·1·1-25.5 + 10 = N² 1+ 2+ 3+h 2 + 4 + 6 + 8 1000 x1 + 1000 +60 09 1000 GED IN 2 10:55 500
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Notes include: - formulas - labels - practice questions - equations
Notes include: - formulas - labels - practice questions - equations
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10 100 6900gol armethic sequence (sequences are sets | EX. 1, 2, 3, 4, 5, 10 (10100) "googolplex A sequence of numbers that increase by the same amount (common difference) [a] 3,5 4.6, 5.7, 6.8... ←d='·| JUNGAN OUT 91 9₂ the second term an the noth term U the last term the first term az 2, 4, 6, 8, 10, 125. 11 = वा no last term X MAXE SheIN natural pos. number n = 1,2,3 2, 6, 10, 14, 18 a, + d a3 = a₂ +d = a₁ + 2d au = az + d = a₁ + 3d an = a₁ + (n-1) d + 50 96 = 95 +d= 920= a₁ +1ad sequence any = { 2, 6, 10, 14,...} 5+ 102 t t T 4 T <last term V if there is a last term the sequence is called a finite one If no last term -> infinite sequenc PRACTICE 9₁ = 2 d=4 an 2 + (n-1) 4 910= 2 + 9 x 4 = 38 915= 2+14x4=58 102=2+ (n-1) 4 102=2+un-4 102 = -2+un 1 -4n=-2-102 +4n = +1049 n = 26 bn = 39.8 b₁ = 3.5 d = 1.1 7xK n = 34 67 67 5 SENI = 3.5+ (7-1) 1.1 .bil bh= 25.5 = 3.5+ 6.6 = 101 NO 39.8= 3.5+ (n − 1) 1.1 39.8 = 3.5 +1.1n-1.1 -1.1n २.4 - 39.8 727 1811 = 3.5+ (11-1) 1.1 = 14.5 8148144 SAKISI 25.5= 3.5+ (n-1) 1.1 25.5= 3.5+ 1.1 1.1 -1.1n = 3.5 NA -1.1h= - 23.1 JASMININI NIS GEWO n = 21 J ·1·1-25.5 + 10 = N² 1+ 2+ 3+h 2 + 4 + 6 + 8 1000 x1 + 1000 +60 09 1000 GED IN 2 10:55 500
10 100 6900gol armethic sequence (sequences are sets | EX. 1, 2, 3, 4, 5, 10 (10100) "googolplex A sequence of numbers that increase by the same amount (common difference) [a] 3,5 4.6, 5.7, 6.8... ←d='·| JUNGAN OUT 91 9₂ the second term an the noth term U the last term the first term az 2, 4, 6, 8, 10, 125. 11 = वा no last term X MAXE SheIN natural pos. number n = 1,2,3 2, 6, 10, 14, 18 a, + d a3 = a₂ +d = a₁ + 2d au = az + d = a₁ + 3d an = a₁ + (n-1) d + 50 96 = 95 +d= 920= a₁ +1ad sequence any = { 2, 6, 10, 14,...} 5+ 102 t t T 4 T <last term V if there is a last term the sequence is called a finite one If no last term -> infinite sequenc PRACTICE 9₁ = 2 d=4 an 2 + (n-1) 4 910= 2 + 9 x 4 = 38 915= 2+14x4=58 102=2+ (n-1) 4 102=2+un-4 102 = -2+un 1 -4n=-2-102 +4n = +1049 n = 26 bn = 39.8 b₁ = 3.5 d = 1.1 7xK n = 34 67 67 5 SENI = 3.5+ (7-1) 1.1 .bil bh= 25.5 = 3.5+ 6.6 = 101 NO 39.8= 3.5+ (n − 1) 1.1 39.8 = 3.5 +1.1n-1.1 -1.1n २.4 - 39.8 727 1811 = 3.5+ (11-1) 1.1 = 14.5 8148144 SAKISI 25.5= 3.5+ (n-1) 1.1 25.5= 3.5+ 1.1 1.1 -1.1n = 3.5 NA -1.1h= - 23.1 JASMININI NIS GEWO n = 21 J ·1·1-25.5 + 10 = N² 1+ 2+ 3+h 2 + 4 + 6 + 8 1000 x1 + 1000 +60 09 1000 GED IN 2 10:55 500
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