Где находится головной офис FINCA Bank ?
Вашингтон, США
Перечислите ДВЕ основы финансовой грамотности
1. Ведение личного бюджета
2. Сбережения
Что такое финансовая пирамида?
Способ обеспечения дохода путем постоянного привлечения денежных средств от новых участников .
Какие последствия имеет финансовая пирамида?(Если участников становится больше)
Когда участников становится все больше и больше, приток денежных средств, не способен обеспечить всех обещанной прибылью.
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
Обмен товара на товар без использования денег
Бартер
Сколько пунктов обслуживания имеет FINCA Bank в Кыргызстане?
70
Представьте, что в предстоящие 2 года цены на товары и услуги, которые вы обычно покупаете, увеличатся вдвое. Если ваш доход тоже увеличится вдвое, вы сможете купить меньше, больше или столько же товаров и услуг как и сегодня?
столько же
При каком из действий с банковской картой вы можете быть уверены в безопасности имеющихся на счету карты средств?
1. Хранить записанный PIN-код вместе с картой
2. Сообщать свой PIN-код сотруднику банка по телефону по его запросу
3. Вводить данные карты на интернет-сайтах без защищенного соединения (https)
все не верны
Что является признаками финансовой пирамиды?
1. Очень активная реклама в СМИ;
2. Обещание высокой прибыли в короткие сроки;
3. Обязательное требование взноса;
4. Обязательное условие – привести за собой людей;
5. Закрытая финансовая информация об организации и организаторах;
6. Легенды о перемещение вложенных денег по большому количеству стран (в Кыргызстане получили, за рубежом застраховали);
7. Использование специфических терминов и названий.
все
Какое животное всегда при деньгах?
Поросенок
Как расшифровать аббревиатуру FINCA на русском?
Фонд по содействию международному сообществу
Какова максимальная сумма выплат "Агентством по Защите Депозитов" для вкладчиков, в случае прекращения деятельности банка?
200000
Представьте, что на вашем сберегательном банковском счете лежит 10000 сомов и банк ежегодно начисляет 10% на остаток по счету. Сколько денег будет на вашем счете через 2 года, если все это время вы не будете снимать деньги со счета?
12100
Что случится с Вашим депозитом на случай банкротства банка?
На случай банкротства банков государство внедрило систему защиты депозитов. Вклады застрахованы за счет банков, и в одном банке каждый вкладчик может получить компенсацию до 100 тыс. сомов (включая сам вклад и начисленные проценты по нему).
Какую страну называют «банкиром всего мира»?
Щвейцария
В каком году "Микрокредитная компания ФИНКА" получила банковскую лицензию?
2015
Представьте, что вы хотите взять в долг 10000 сомов. Вам предложили деньги или на условиях возврата через год 12500 сомв, или на условиях возврата через год 10000 сомов плюс 20 % от суммы долга. Какое из предложений дешевле?
второе
Какой из годовых депозитов выгоднее для сбережения денег?
1. 9,5% в конце срока вклада
2. 9,5% с ежеквартальной капитализацией
3. 9,5% с ежемесячной капитализацией
4. Ни один ответ не является верным.
9,5% с ежемесячной капитализацией
Какие внешние факторы могут повлиять на вашу финансовую безопасность?
Возможные внешние факторы:
*Экономика страны
*Кризисы в правительстве и мире
*Инфляция
*Налоговая система
*Природные катаклизмы
Какое сказочное животное умело изготовлять монеты простым ударом копыт?
Антилопа
В каком году FINCA Кыргызстан становится членом Американской Торговой Палаты в КР?
2005
Выберите наиболее выгодный тариф связи, если Вы ежемесячно потребляете 350 минут, 50 смс и 2 Гбайта интернета
1. «Оператор 1»: 1 минута - 2 сома, 1 смс - 2,5 сома, 1 Мбайт - 0,2 сома
2. «Оператор 2»: Пакет стоимостью 500 рублей в месяц, включающий в себя: 200 минут, 25 смс, 1 Гбайт. Стоимость услуг связи сверх пакета: 1 минута - 1,7 сомов; 1 смс - 2,3 сома, 1 Мбайт - 0,2 сома
3. «Оператор 3»: Пакет стоимостью 1 000 рублей в месяц, включающий в себя: 600 минут, 100 смс, 3 Гбайт. Стоимость услуг связи сверх пакета: 1 минута - 1,5 сома; 1 смс - 2 сома, 1 Мбайт - 0,15 сома. (62%)
«Оператор 3»
В чём разница накоплений между сбережениями?
Накопления - это сохранение и увеличение своего дохода для будущих затрат или инвестиций.Увеличение личного капитала.
Сбережения - это уменьшение текущих затрат для увеличения будущего дохода.
Назовите признаки финансово безопасной программы?
*независимость в экономическом плане
*платежеспособность
*прозрачность и легальность
*отстаивание и соблюдение прав потребителей
*предоставление информации и обучение
Как называли на Руси купцов, изгнанных из гильдии за систематические обманы и обвесы покупателей?
Разгильдяи