В арифметической прогрессии (bn) b6=20, b10= 18. Найдите s20. Created by marinam000008. algebra-ru

В арифметической прогрессии (bn) b6=20, b10= 18. Найдите s20...

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В арифметической прогрессии (bn) b6=20, b10= 18. Найдите s20

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Хуqожнuк B₆ = b₁ + 5d
b₁₀ = b₁ + 9d

Система:
b₁ + 5d = 20
b₁ + 9d = 18

b₁ + 5d = 20
-4d = 2 (вычла из 1-го уравнения 2-е)

b₁ = 20 - 5d
d = -1/2

d = -1/2
b₁ = 22.5

b₂₀ = b₁ + 19d = 22.5 - 9.5 = 13
Sn = (b₁ + bn)/2 * n
S₂₀ = (b₁ + b₂₀)/2 * 20 = (22.5+13) * 10 = 35.5 * 10 = 355

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srednee arifmeticheskoe chetyryoh chisel ravno 14 odno chislo vycherknuli i srednee

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