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Verified answer
UM - UGM 2005x² + 2bx + 32 = 0
Akar2 nya positif ---> β > α
Deret Geometri
α, β, 4α
r = β/α = 4α/β
β² = 4α²
β = 2α
α × β = c/a = 32
α × 2α = 32
2α² = 32
α = 4
β = 2α = 8
α + β = -b/a = -2b
4 + 8 = -2b
b = 12/-2
b = -6
Jadi, b = -6
(opsi A)