Почему богатые богатеют, а бедные беднеют?. Евгений Евгеньевич Ковалёв

Читать онлайн.



Скачать книгу

100+30%=130 тысяч, выручка 130 тысяч, на эти деньги едим на склад и покупаем продукты уже на 130 тысяч, после чего продаем продукты 130+30%=169 тысяч, после чего опять едим на склад. И так до бесконечности. Это конечно идеальная модель, поскольку деньги еще нужны на оплату налогов, коммунальных услуг, зарплату продавцов и еще много куда, но для простаты примера я все облегчил по максимуму.

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

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