Дана геометрическая прогрессия: b4=b2+24 b2+b3=6 q=?. Created by dav081061. algebra-ru

Ответ: q=5.Объяснение:{b₄=b₂+24 {b₄-b₂=24 {b₁q³-b₁q=24 {b₁q(q²-1)=24 {b₁q(q+1)(q-1)=24{b₂+b₃=6 {b₁q+b₁q²=6 {b₁q(1+q)=6 {b₁q*(1+q)=6 {b₁q(q+1)=6 ⇒6*(q-1)=24 |÷6q-1=4q=5.Новые вопросы в АлгебраОцінити значення вразу 4b, якщо -3 <b<2Спростити вираз: -17m⁶n*(-0.5m*n¹³Реши уравнение можно с решением поподробнее. Скільки цілих чисел містить множина розв'язкiв нерівності: 4 - 9х ≤11? 2 -9≤ 22. Реши уравнение можно с решениемРеши уравнение можно с решениемРозв'язати нерiвнiсть: x+13 > -8x + 22 Разложи на множители можно пожалуйста поподробнееРазложи на множители можно только вариант ответаРазложи на множители можно с решениемПредыдущийСледующийВместе мы знаем большеЭтот сайт использует cookies Политика Cookies . 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