Задания к олимпиаде по информатике и ИКТ (1 курсы) 2016/2017 учебный год
олимпиадные задания по информатике и икт на тему
Выбери правильный ответ:
1 У Буратино были друзья: папа Карло, Пьеро, Артемон, Мальвина, и враги: Карабас Барабас, Дуремар, лиса Алиса и кот Базилио. Выбери соотношение множеств, которое верно описывает отношения между друзьями и врагами Буратино. <img name="Изображение1" 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" align="left" hspace="12" height="99" border="0" width="58" id="Изображение1" />
<img name="Изображение2" 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" align="left" hspace="12" height="82" border="0" width="535" id="Изображение2" />
2 В компьютере любая информация преобразуется в цифровой код, который можно записать с помощью 0 и 1. По таблице справа восстанови рисунок в сетке слева (1- закрасить, 0 – не закрашивать). Что у тебя получилось?
0 | 0 | 0 | 0 | 0 | 0 |
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0 | 0 | 1 | 1 | 0 | 0 |
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0 | 1 | 1 | 1 | 1 | 0 |
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1 | 1 | 1 | 1 | 1 | 1 |
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0 | 0 | 1 | 1 | 0 | 0 |
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0 | 0 | 1 | 1 | 0 | 0 |
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0 | 0 | 1 | 1 | 0 | 0 |
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0 | 0 | 0 | 0 | 0 | 0 |
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1) корзина, 2) человек, 3) гриб, 4) дорога.
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Задания к олимпиаде по информатике (1 курсы)
2016/2017 учебный год
Выбери правильный ответ:
1 У Буратино были друзья: папа Карло, Пьеро, Артемон, Мальвина, и враги: Карабас Барабас, Дуремар, лиса Алиса и кот Базилио. Выбери соотношение множеств, которое верно описывает отношения между друзьями и врагами Буратино.
2 В компьютере любая информация преобразуется в цифровой код, который можно записать с помощью 0 и 1. По таблице справа восстанови рисунок в сетке слева (1- закрасить, 0 – не закрашивать). Что у тебя получилось?
1) корзина, 2) человек, 3) гриб, 4) дорога.
3 Вини-Пух, прогуливаясь через лес, зашел к Пятачку. Затем они вместе пошли к Кролику, и потом втроем отправились к озеру. Какой граф отображает маршрут друзей?
4 Неожиданно осветилась стена над камином, и Золушка увидела следующую надпись: ФПТЗСЯЛЫЬЪД СТУДЛЫЙЗ. Помоги ей прочитать сообщение, если известно, что для его составления использовались 33 буквы, а само сообщение было искажено при прохождении через волшебный канал передачи информации одинаковым способом для каждой буквы.
1) МАЛЕНЬКИЙ ВОЛШЕБНИК 3) ПРИГОТОВЬСЯ ЗОЛУШКА
2) ХРУСТАЛЬНАЯ КАРЕТА 4) ХРУСТАЛЬНЫЕ ТУФЕЛЬКИ
5 Вычислительная машина считает по алгоритму, изображенному в виде блок-схемы. Если a=17, чему будет равен результат?
1) 59; 2) 43; 3) 25; 4) 9.
6 В доме у Пети установили новый лифт экспериментальной модели. В этом лифте все кнопки с номерами этажей заменены двумя кнопками. При нажатии на одну из них лифт поднимается на один этаж вверх, а при нажатии на вторую – опускается на один этаж вниз. Пете очень понравился новый лифт, и он катался на нем, пока не побывал на каждом из этажей хотя бы по одному разу. Известна последовательность кнопок, которые нажимал Петя: 1221221221. Каково количество этажей в доме у Пети?
1) 6 2) 3 3) 8 4) 5
7 По указанным адресам впиши в клеточки буквы. Слово, которое у тебя получилось, означает:
1) блок бесперебойного питания;
2) устройство вывода на печать информации;
3) устройство ввода информации;
4) программа защиты информации.
8 В сказке А. С. Пушкина «Сказка о попе и о работнике его Балде» поп выбирал работника по следующим признакам: «Нужен мне работник: Повар, конюх и плотник. А где найти мне такого Служителя не слишком дорогого?» Какое из следующих пересечений множеств верно отражает требования попа?
9 Сколько существует способов составить слово «вирус», если от каждой буквы диаграммы можно двигаться вниз или вправо?
В И Р У С
И Р У С
Р У С
У С
С
1) 32 2) 16 3) 15 4) 14
10 У девочки Марины очень много друзей. Какой фрагмент восстановит дороги, соединяющие дома друзей Марины?
11 Город Тверь находится на берегах Волги, Тверца (приток Волги), Тьмака (приток Волги), Соминки (приток Тверца). Какой из следующих графов верно отображает отношения между реками?
12 Четыре друга Петя, Вася, Сережа и Коля посещают секции тяжелой атлетики, борьбы, пауэрлифтинга и футбола (каждый - свою). Известно, что: Сережа бегает быстрее, чем тяжелоатлет, но не может поднимать такие тяжести, как представитель пауэрлифтинга; тяжелоатлет сильнее Коли, но медленнее борца; Петя быстрее Сережи и футболиста, но не так силён, как тяжелоатлет.
Какую секцию посещает Вася?
1) пауэрлифтинг 2) футбол 3) тяжелая атлетика 4) борьба
13 Продолжите последовательность 6, 9, 18, 21, 42, 45, записав два следующих числа.
1) 66, 69 2) 90, 93 3) 48, 96 4) 91, 94
14 Слово, зашифрованное в ребусе, означает:
1) место кратковременного хранения информации в компьютере;
2) средство для передачи информации;
3) средство для печати информации с компьютера на бумагу;
4) средство ввода информации.
15 При рисовании стрелками пиктограммы «Солнце» была сделана ошибка. Найди ошибку.
Начало
Неправильно стрелка нарисована в квадрате: 1) 6; 2) 8; 3) 10; 4) 12.
Ответы:
Задание | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 |
Вариант | 4 | 3 | 2 | 4 | 2 | 4 | 3 | 1 | 3 | 3 | 2 | 3 | 2 | 3 | 3 |
Баллы | 1 | 1 | 1 | 3 | 2 | 2 | 1 | 3 | 3 | 1 | 1 | 2 | 1 | 1 | 2 |
Общий балл всех заданий: 25 баллов; победитель - 20-25 баллов; призёр - 17-24 балла.
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