2Коэффициент рентабельности собственного капитала позволяет определить эффективность использования капитала, инвестированного собственниками предприятия. Обычно этот показатель сравнивают с возможным альтернативным вложением средств в другие ценные бумаги. Рентабельность собственного капитала показывает, сколько денежных единиц чистой прибыли заработала каждая единица, вложенная собственниками компании:
3 Коэффициент рентабельности оборотных активов. Демонстрирует возможности предприятия в обеспечении достаточного объема прибыли по отношению к используемым оборотным средствам компании. Чем выше значение этого коэффициента, тем более эффективно используются оборотные средства:
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)
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