Финансовые инструменты оценки проектов
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14.01.2015
21170
Изучение вопроса
измерения эффективности инвестируемых средств начался с момента создания науки
финансов, и собственно, этот вопрос стал одной из причин появления данной науки.
Но, несмотря на довольно продолжительную историю ее существования и развития, принятие
инвестиционных решений все еще изучается ведущими мировыми финансистами, а
использование того или иного метода зависит от точки зрения менеджмента.
Общепринято считать, что оценку финансовой эффективности и жизнеспособности
проекта можно измерить с помощью 5 основных этапов и 6 методов (см. таблицу 1).
![](data:image/png;base64,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)
Учитывая специфику отечественного бизнеса, к расчету финансовых показателей, таких как NPV, IRR и прочих, прибегают в основном на этапах привлечения финансирования или акционеров. Но в таких случаях, к примеру при требовании банком подобных расчетов, предприниматели предпочитают обращаться в компанию, специализирующуюся на этом бизнесе. Однако в настоящий момент, если предприниматель понимает, куда движется его бизнес, и имеет хотя бы какое-то представление о будущем его компании, необходимости в обращении к помощи нет. Ведь практически любые расчёты можно производить не только без привлечения высококвалифицированных специалистов, но для этого и не обязательно иметь передовые дорогостоящие программные обеспечения – на самом деле хватает простого Microsoft Excel.
Период окупаемости
Период (срок) окупаемости (Payback period, PP) – ожидаемое число лет, необходимых для возмещения изначальных вложений в проект.
Срок окупаемости стал первым формализованным критерием, используемым
для оценки инвестиционных проектов. Несмотря на определенную примитивность метода, в частности игнорирование стоимости денег во времени и денежных потоков после окупаемости, безусловными сильными сторонами его являются легкость в расчете и понимании, а также получение информации о рисках и ликвидности проекта.
В качестве примера можно рассмотреть компанию, имеющую два альтернативных варианта инвестирования средств. Пример предполагает, что оба варианта содержат идентичную степень риска и любое движение средств осуществляется в конце того или иного года.
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)
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)
Пример демонстрирует, что вариант В предпочтительнее варианта А. По сути, срок окупаемости представляет собой некий вариант расчета, так называемой «мертвой точки», т.е. конкретный момент, когда кумулятивный поток денежных средств становится положительным. Как отмечалось выше, несмотря на недостатки, в частности игнорирование элементов денежного потока, безусловным преимуществом является то, что с помощью данного критерия можно определить, как долго инвестиции будут «заморожены» или «омертвлены» в проекте как в основных средствах, так и в оборотных, т.е. при прочих равных условиях чем короче срок окупаемости, тем он ликвиднее.
NPV – чистая приведенная стоимость
Недостатки PP (Срок окупаемости) и ARR (Accounting Rate of Return – Учетная доходность) подтолкнули исследователей и профессионалов финансовой сферы на изучение, а впоследствии и на создание новых инструментов измерения эффективности проектов.
Одним из таких инструментов стал NPV, логика которого довольно проста: если значение показателя равно нулю, то это свидетельствует о достаточности денежного потока, генерируемого проектам для:
- Возмещения инвестируемых средств;
- Обеспечения требуемой отдачи на привлеченный / заемный / собственный капитал;
Формула NPV = PV входящих потоков – Расходы = Чистый прирост стоимости.
Принимаются проекты, если NPV > 0.
Продолжая логическую цепочку, понятно, что если NPV больше 0, это означает прибыльность генерируемого потока денежных средств. Ключевой недостаток NVP в том, что он абсолютный показатель, поэтому метод не позволяет сделать выбор между проектами с разным объемом инвестиций.
При рассмотрении наших примеров с условной ставкой дисконтирования (стоимость капитала) в 10% представим, что оба проекта независимы и являются отдельными инвестиционными решениями, следовательно, они оба жизнеспособны. Если же выбирать между ними, то приоритетней является вариант В, NPV которого составляет $19,98 тыс., тогда как при варианте А NPV = $18,78 тыс.
Так, вариант А в Excel файле рассчитывается следующим образом:
- Необходимо войти во вкладку «Формулы»;
- Выбираем вкладку «Финансовые» и строку ЧПС (Чистая приведенная стоимость);
- Перед вами появится окно, в которое нужно внести обязательные параметры для расчета чистой приведённой стоимости, в том числе: ставку дисконтирования и значения чистых денежных потоков.
Рис. 2 и 3
Учитывая специфику отечественного бизнеса, к расчету финансовых показателей, таких как NPV, IRR и прочих, прибегают в основном на этапах привлечения финансирования или акционеров. Но в таких случаях, к примеру при требовании банком подобных расчетов, предприниматели предпочитают обращаться в компанию, специализирующуюся на этом бизнесе. Однако в настоящий момент, если предприниматель понимает, куда движется его бизнес, и имеет хотя бы какое-то представление о будущем его компании, необходимости в обращении к помощи нет. Ведь практически любые расчёты можно производить не только без привлечения высококвалифицированных специалистов, но для этого и не обязательно иметь передовые дорогостоящие программные обеспечения – на самом деле хватает простого Microsoft Excel.
Период окупаемости
Период (срок) окупаемости (Payback period, PP) – ожидаемое число лет, необходимых для возмещения изначальных вложений в проект.
Срок окупаемости стал первым формализованным критерием, используемым
для оценки инвестиционных проектов. Несмотря на определенную примитивность метода, в частности игнорирование стоимости денег во времени и денежных потоков после окупаемости, безусловными сильными сторонами его являются легкость в расчете и понимании, а также получение информации о рисках и ликвидности проекта.
В качестве примера можно рассмотреть компанию, имеющую два альтернативных варианта инвестирования средств. Пример предполагает, что оба варианта содержат идентичную степень риска и любое движение средств осуществляется в конце того или иного года.
Пример демонстрирует, что вариант В предпочтительнее варианта А. По сути, срок окупаемости представляет собой некий вариант расчета, так называемой «мертвой точки», т.е. конкретный момент, когда кумулятивный поток денежных средств становится положительным. Как отмечалось выше, несмотря на недостатки, в частности игнорирование элементов денежного потока, безусловным преимуществом является то, что с помощью данного критерия можно определить, как долго инвестиции будут «заморожены» или «омертвлены» в проекте как в основных средствах, так и в оборотных, т.е. при прочих равных условиях чем короче срок окупаемости, тем он ликвиднее.
NPV – чистая приведенная стоимость
Недостатки PP (Срок окупаемости) и ARR (Accounting Rate of Return – Учетная доходность) подтолкнули исследователей и профессионалов финансовой сферы на изучение, а впоследствии и на создание новых инструментов измерения эффективности проектов.
Одним из таких инструментов стал NPV, логика которого довольно проста: если значение показателя равно нулю, то это свидетельствует о достаточности денежного потока, генерируемого проектам для:
- Возмещения инвестируемых средств;
- Обеспечения требуемой отдачи на привлеченный / заемный / собственный капитал;
Формула NPV = PV входящих потоков – Расходы = Чистый прирост стоимости.
Принимаются проекты, если NPV > 0.
Продолжая логическую цепочку, понятно, что если NPV больше 0, это означает прибыльность генерируемого потока денежных средств. Ключевой недостаток NVP в том, что он абсолютный показатель, поэтому метод не позволяет сделать выбор между проектами с разным объемом инвестиций.
При рассмотрении наших примеров с условной ставкой дисконтирования (стоимость капитала) в 10% представим, что оба проекта независимы и являются отдельными инвестиционными решениями, следовательно, они оба жизнеспособны. Если же выбирать между ними, то приоритетней является вариант В, NPV которого составляет $19,98 тыс., тогда как при варианте А NPV = $18,78 тыс.
Так, вариант А в Excel файле рассчитывается следующим образом:
- Необходимо войти во вкладку «Формулы»;
- Выбираем вкладку «Финансовые» и строку ЧПС (Чистая приведенная стоимость);
- Перед вами появится окно, в которое нужно внести обязательные параметры для расчета чистой приведённой стоимости, в том числе: ставку дисконтирования и значения чистых денежных потоков.
Рис. 2 и 3
Внутренняя норма доходности
IRR или внутренняя норма доходности характеризует ожидаемую доходность проекта. Показатель IRR определяется как ставка дисконта, уравнивающая приведенные стоимости ожидаемых поступлений в проект и сделанных инвестиций.
Для людей, принимающих решения, важно лишь одно: если IRR превышает стоимость капитала, это означает, что после оплаты необходимой цены за привлеченный капитал, у акционеров еще останется излишек, который им и достается.
В нашем примере IRR по варианту А = 18,13%, тогда как по варианту В = 23,56%.
Для расчета IRR в Excel также не требуется больших усилий, в частности повторяем действия по поиску формулы, находим строку ВСД и вводим требуемые для расчета данные.
MIRR – модифицированный IRR
MIRR – это ставка дисконтирования, при которой приведенная стоимость (PV) наращенная стоимость будущих входящих потоков (FV - или терминальной стоимости (terminal value - TV), т.е. при условии, что данные входящие потоки могут быть реинвестированы по цене капитала) равна приведенной стоимости исходящим потокам.
Технический расчет MIRR через Excel аналогичен расчету IRR за исключением ввода дополнительных параметров – ставки финансирования и ставки реинвестирования.
Что касается нашего примера, то картина при расчете MIRR будет следующая:
Так в чем же преимущество MIRR перед IRR? MIRR корректно учитывает реинвестирование по ставке возможностей = WACC. При этом MIRR также решает проблему множественных IRR. Менеджеры любят сравнивать ставки доходности, и MIRR лучше, чем IRR. Следует отметить, что MIRR так же, как и NPV, можно использовать для выбора альтернативных проектов, т.е. если два проекта имеют равную продолжительность и масштабы, то эти показателю дают одинаковый ответ.
Сравнение NPV и IRR
Сравнение вышерассмотренных критериев оценки проектов, наверное, не совсем правильно, т.к. каждый из методов имеет логическое объяснение и довольно успешно используется в практике на протяжении не одного десятка лет. Но все же большинство финансистов, в частности Брихгем Ю. Эрхардт М. в своей книге «Финансовый менеджмент» отдают предпочтение показателю NPV. Очевидно, что когда:
- - NPV = 0, IRR = k
- - NPV > 0, IRR > k
- - NPV < 0. IRR < k
Однако методы могут ранжировать проекты по-разному. Это случается, когда размеры инвестируемых средств различны или сроки возврата средств различны.
В этих случаях ввиду ставки реинвестирования метод NPV более консервативен и более предпочтителен: ведь NPV предполагает реинвестирование по цене капитала, тогда как IRR - по внутренней ставке доходности.
Индекс рентабельности (PI)
Индекс рентабельности также используется для оценки проектов, который иногда называют доходом на единицу затрат.
Аналогично предыдущим показателям проект может быть принят, если его PI > 1. Соответственно, чем выше PI, тем привлекательнее проект. В целом, критерии NPV, IRR и PI помогают принять правильное решение относительно инвестирования средств, и они взаимосвязаны между собой с математической точки зрения. Однако при рассмотрении каких-либо проектов с использованием всех трех критериев для альтернативных проектов результаты могут быть противоречивы.
В данной статье рассмотрены лишь основные финансовые инструменты, способствующие принятию инвестиционных решений. И очень важно отметить, что опытные менеджеры стараются применять в работе все вышеперечисленные критерии, потому что каждый из них несет определенную ценность и важен при принятии решений.
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