Документ взят из кэша поисковой машины. Адрес оригинального документа : http://www.sai.msu.su/EAAS/rus/guest/shatovskaya.mht
Дата изменения: Fri Dec 5 15:08:58 2008
Дата индексирования: Thu Jan 15 00:43:14 2009
Кодировка: koi8-r
MIME-Version: 1.0
Content-Type: multipart/related; boundary="----=_NextPart_01C956EB.651F6770"

Данный документ является веб-страницей в одном файле, также называемой файлом веб-архива. Если вы видите это сообщение, значит данный обозреватель или редактор не поддерживает файлы веб-архива. Загрузите обозреватель, поддерживающий веб-архивы, например Microsoft Internet Explorer.

------=_NextPart_01C956EB.651F6770
Content-Location: file:///C:/B3671381/shatovskaya.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:w=3D"urn:schemas-microsoft-com:office:word"
xmlns=3D"http://www.w3.org/TR/REC-html40">









Н









35.4pt'> style=3D'mso-bidi-font-weight:normal'> l'> style=3D'font-size:16.0pt'>Занимат=
;ельные
задачи в
игровом
контексте.=



language:
EN-US'> 



35.4pt'> style=3D'font-size:14.0pt'>Н.Е.Шато =
74;ская
lang=3DEN-US style=3D'font-size:14.0pt;mso-ansi-language:EN-US'>=



35.4pt'> style=3D'font-size:14.0pt'> style=3D'mso-spacerun:yes'> МПГУ.<=
/o:p>



style=3D'font-size:14.0pt'> 



35.4pt'> style=3D'mso-bidi-font-weight:normal'>



style=3D'font-size:14.0pt'>В
астрономичk=
7;ском
образованиl=
0;
школьников
важную роль
играют
задачи. style=3D'mso-spacerun:yes'>  Решая=
; задачи,
учащиеся
закрепляют
новые знани =
03;,
учатся
применять и =
93;
в различных
ситуациях,
используют
физические
законы,
геометричеl=
9;кие
формулы,
алгебраичеl=
9;кие
преобразовk=
2;ния,
обращаются =
82;
справочным =
76;анным
и т.п. Без реше=
ния
задач форми =
88;ование
у учащихся
систематичk=
7;ских
знаний было
бы
невозможно. >



style=3D'font-size:14.0pt'>Однако
большинствl=
6;
задач в
сборниках
адресованы
старшекласl=
9;никам,
хотя опыт кр=
091;жковой
работы по
астрономии
убедительнl=
6;
доказывает,
что
астрономичk=
7;ские
знания могу =
90;
передаватьl=
9;я
школьникам =
80;
в средних, и
даже в
младших
классах. При
работе с мал=
077;нькими
астрономамl=
0;
задачи тоже
необходимы,
но их
содержание,
степень сло =
78;ности
и формулиро =
74;ка
условия
должны
соответствl=
6;вать
возрасту
учащихся.
Прежде всег =
86;,
эти задачи
должны быть
интереснымl=
0;,
активизироk=
4;ать
воображениk=
7;
детей,
побуждать и =
93;
прилагать
умственные
усилия. Иным=
080;
словами, это
должны быть =
занимательl=
5;ые
задачи.



style=3D'font-size:14.0pt'>В рамкаm=
3; диссертаци&#=
1086;нного
исследованl=
0;я
об игровых
методах в ас=
090;рономическ&=
#1086;м
образованиl=
0;
детей мы
особо
изучили
вопрос о
психологичk=
7;ской
природе
занимательl=
5;ости
задач. В этой
статье мы
познакомим
коллег с
нашими
выводами.
=



style=3D'font-size:14.0pt'> 



35.4pt'> style=3D'font-size:14.0pt'>*  
*   * span>



35.4pt'> style=3D'font-size:14.0pt'> 



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>Одна из
древнейших
интеллектуk=
2;льных
игр – это
загадки.
Испытанию в
виде загадо =
82;
подвергаютl=
9;я
персонажи
мифологичеl=
9;ких
сюжетов и
герои
фольклорныm=
3;
сказок.
Способностn=
0;
разгадать
загадку
свидетельсm=
0;вует
не только об
уме
персонажа, н=
086;
и о его
включённосm=
0;и
в
определённm=
9;й
культурный
контекст. За=
075;адка
и отгадка –
это своего
рода пароль =
080;
отзыв, позво=
083;яющие
отличить
«своего» от
«чужого», он=
080;
несут
коммуникатl=
0;вную
функцию и,
возможно,
именно
поэтому не
утратили
популярносm=
0;и
до наших
дней.



t-grid-align:
none;text-autospace:none'> style=3D'mso-tab-count:1'>        &=
nbsp;
Среди
русских
народных
загадок
немалое чис =
83;о
посвящено
небесным
телам и
явлениям, и,
конечно, при
работе с
детьми их
можно и нужн=
086;
использоваm=
0;ь.
Загадки обы =
95;но
описывают
какой-либо
характерныl=
1;
признак
загаданногl=
6;
объекта,
содержат
аналогию и
т.п.
Разгадать
загадку
значит
понять зало =
78;енную
в ней идею. В
сущности, за=
гадки
представляn=
2;т
собой
простейшие
занимательl=
5;ые
задачи
, и
педагогу
следует
максимальнl=
6;
использоваm=
0;ь
их
дидактичесl=
2;ий
потенциал. >



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>Например=
;,
изучение
лунных фаз с
юными астро =
85;омами
3-5 классов
целесообраk=
9;но
начать имен =
85;о
с народных
загадок о
Луне. При
этом следуе =
90;
обсудить с
учащимися
свойства
лунных фаз, «&#=
1079;ашифрованн=
ые»
в каждой
загадке.
style=3D'font-size:14.0pt'>Примеры
приведены в
таблице. Раз=
084;ышляя
над
вопросами,
дети
проходят вс =
77;
этапы
познавателn=
0;ного
процесса.
Однако, с
точки зрени =
03;
ребёнка, он
просто
разгадываеm=
0;
загадки – то
есть играет.
Подобные
задания не
просто
помогают уч =
77;никам
развить
мышление и
воображениk=
7;
и приобрест =
80;
новые знани =
03;.
Они дают
детям опыт у=
095;ения
с
удовольствl=
0;ем
и опыт игры с
пользой.



.4pt;
background:white;mso-layout-grid-align:none;text-autospace:none'> style=3D'font-size:14.0pt'> 



35.4pt;
background:white;mso-layout-grid-align:none;text-autospace:none'> style=3D'mso-bidi-font-weight:normal'>



style=3D'margin-left:5.4pt;border-collapse:collapse;border:none;mso-border=
-alt:
solid windowtext .5pt;mso-yfti-tbllook:480;mso-padding-alt:1.4pt 5.4pt 1.4=
pt 5.4pt;
mso-border-insideh:.5pt solid windowtext;mso-border-insidev:.5pt solid win=
dowtext'>













































xt 1.0pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

ne;
text-autospace:none'>Заk=
5;адка


ext 1.0pt;
border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:
solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

ne;
text-autospace:none'>Идk=
7;я


ext 1.0pt;
border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:
solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

ne;
text-autospace:none'>Воl=
7;рос
для
обсуждения p>


xt 1.0pt;
border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
padding:1.4pt 5.4pt 1.4pt 5.4pt'>

То
полна, то
стройна,


ne;
text-autospace:none'>По
ночам не
спит она.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Луна
выглядит
по-разному,
показывает
фазы.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Какой
бывает Луна?
– Нарисуйте.
А почему
Луна бывает
разной?


xt 1.0pt;
border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
padding:1.4pt 5.4pt 1.4pt 5.4pt'>

То
блин, то
полблина, n>


ne;
text-autospace:none'>то
та, то эта
сторона.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Фазы
Луны
сменяются p>


one'> style=3D'font-size:13.0pt'>в
определённ=
086;м
порядке.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Как
растёт и
убывает
Луна –
справа
налево или
слева
направо? Как
отличить
молодую
Луну от
старой?


xt 1.0pt;
border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
padding:1.4pt 5.4pt 1.4pt 5.4pt'>

ze:13.0pt'>Две
недели рос
Емеля


ne;
text-autospace:none'>И
исчез за то
же время.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Фазы
Луны
сменяются p>


one'> style=3D'font-size:13.0pt'>за
определённ=
086;е
время.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Как
выглядит
Луна в
разные дни
лунного мес&#=
1103;ца?
Как
произошла
единица
счёта
времени «не&#=
1076;еля»?


xt 1.0pt;
border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
padding:1.4pt 5.4pt 1.4pt 5.4pt'>

ze:13.0pt'>Над
бабушкиной &#=
1080;збушкой


виl=
9;ит
хлеба краюш&#=
1082;а,


ne;
text-autospace:none'>соk=
3;аки
лают,


ne;
text-autospace:none'>доl=
9;тать
не могут.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Луна в
виде серпа :p>


one'> style=3D'font-size:13.0pt'>бывает
видна
невысоко n>


one'> style=3D'font-size:13.0pt'>над
горизонтом. :p>


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Почему
так?


xt 1.0pt;
border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
padding:1.4pt 5.4pt 1.4pt 5.4pt'>

С
вечера
сивый
жеребец


в
подворотню
глядит,


в
полночь
жеребец


ze:13.0pt'>через
кровлю
бежит.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Полная
Луна
восходит
вечером и
кульминиру=
077;т
(проходит
наивысшую
точку
суточной
траектории)
в полночь. an>


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Почему
так?


xt 1.0pt;
border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
padding:1.4pt 5.4pt 1.4pt 5.4pt'>

ze:13.0pt'>Золот
хозяин - на
поле,
серебрян
пастух –


ze:13.0pt'>с
поля.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Солнце
восходит, an>


one'> style=3D'font-size:13.0pt'>полная
Луна
заходит.


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Почему
так?


xt 1.0pt;
border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
padding:1.4pt 5.4pt 1.4pt 5.4pt'>

Трl=
0;надцать
раз в году
рождается, p>


ze:14.0pt'>днём
от людских
глаз
скрывается. span> style=3D'font-size:13.0pt'>


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Это не
совсем
правильная
загадка!


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Скольк =
86;
новолуний
может быть в
году? Можно л=
и
увидеть
Луну днём? an>


xt 1.0pt;
border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
padding:1.4pt 5.4pt 1.4pt 5.4pt'>

ze:13.0pt'>Всю
ночь за
облаками >


ze:13.0pt'>Светил
фонарь


ze:13.0pt'>с
рогами.
style=3D'mso-spacerun:yes'>  >


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>А это
совсем
неправильн=
072;я
загадка!


er-left:
none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1=
.0pt;
mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
mso-border-alt:solid windowtext .5pt;padding:1.4pt 5.4pt 1.4pt 5.4pt'>

one'> style=3D'font-size:13.0pt'>Что
именно
неправильн=
086;


one'> style=3D'font-size:13.0pt'>в
загадке?
Почему так
не бывает? an>




t-grid-align:
none;text-autospace:none'>  >



t-grid-align:
none;text-autospace:none'>



35.4pt;
background:white;mso-layout-grid-align:none;text-autospace:none'> style=3D'font-size:14.0pt;color:black'>* style=3D'mso-spacerun:yes'>   * style=3D'mso-spacerun:yes'>   *



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'> 



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>При
работе с
более
взрослыми
учениками
загадки
уступают
своё место
занимательl=
5;ым
задачам. Как
показывает
практика, уч=
072;щиеся
любого
возраста
охотно
размышляют
над этими
задачами. В
чём же их
секрет?



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>Во-первыm=
3;,
процесс
составлениn=
3;
задачи авто =
88;ом
и решения её
учеником
есть ничто
иное, как nt-weight:
normal'>«
игра в
загадки
ont-weight:
normal'>»
. Сначала
автор задач =
80;
обнаруживаk=
7;т
в исходном
материале style=3D'mso-spacerun:yes'>  - будь
то
литературнk=
2;я
цитата,
картина или
ситуация из
реальной
жизни - некую
идею,
представляn=
2;щую
интерес для
него самого.
Затем он
формулируеm=
0;
задачу так,
чтобы
заинтересоk=
4;ать
ребёнка –
своего
партнёра по
игре. Ученик,
решающий
задачу, как
бы
соревнуетсn=
3;
с её автором
в умении
нестандартl=
5;о
мыслить и
получает, по=
084;имо
развития
интеллекта,
ещё и опыт
заинтересоk=
4;анного,
творческогl=
6;
отношения к =
087;роблеме.



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>Во-вторыm=
3;,
что сама
«занимателn=
0;ность»
подобных
задач имеет =
игровую
природу
.
Проанализиl=
8;овав
большое
количество
занимательl=
5;ых
задач по
астрономии,
мы смогли вы=
076;елить
пять их
типов, по
используемm=
9;м
игровым
элементам.=



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>1.
Большинствl=
6;
занимательl=
5;ых
задач имеют =
085;еобычную,
интригующуn=
2;
формулировl=
2;у.
Например,
условие
может
содержать
стихотворнm=
9;е
строки.



14.0pt'> style=3D'mso-tab-count:1'>        &=
nbsp;
style=3D'color:black'>



dowtext 1.0pt;
mso-border-left-alt:solid windowtext .5pt;padding:0cm 0cm 0cm 4.0pt;margin-=
left:
14.2pt;margin-right:0cm'>

ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'font-size:14.0pt'>У
Валерия
Брюсова
читаем:



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'mso-bidi-font-style:normal'>i=
7;вой
круг рисуя
всё ясней, >



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'mso-bidi-font-style:normal'>i=
3;ад
морем Солнц =
77;
опускалось, >



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'mso-bidi-font-style:normal'>h=
0;
в море полос=
072;
огней,



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'mso-bidi-font-style:normal'>h=
5;му
ответных,
уменьшаласn=
0;.



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'mso-bidi-font-style:normal'>h=
3;де
чары сумрак =
72;
и сна



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'mso-bidi-font-style:normal'>i=
9;же
дышали над
востоком,
=



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'mso-bidi-font-style:normal'>h=
2;сходила
мёртвая лун =
72; style=3D'mso-tab-count:1'>        &=
nbsp;



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'mso-bidi-font-style:normal'>i=
0;аким-то
жаждущим
упрёком...
<=
/p>

ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'font-size:14.0pt'>По
тексту
установите, =
074;
какой фазе
восходила
Луна.



ft-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'font-size:14.0pt'> 





style=3D'font-size:14.0pt;mso-bidi-font-weight:bold'>В
прозе
условие
задачи
звучало бы
так: «Какова
фаза Луны,
если она
восходит на
востоке, в то
время как
Солнце
заходит на
западе?» Оче=
074;идно,
стихотворнk=
2;я
формулировl=
2;а
гораздо
привлекатеl=
3;ьнее.



style=3D'font-size:14.0pt;mso-bidi-font-weight:bold'>2.
Формулировl=
2;а
занимательl=
5;ой
задачи част =
86;
содержит
неявное,
скрытое
условие.



dowtext 1.0pt;
mso-border-left-alt:solid windowtext .5pt;padding:0cm 0cm 0cm 4.0pt;margin-=
left:
14.2pt;margin-right:0cm'>

:none;
mso-border-left-alt:solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0=
cm 0cm 4.0pt'> style=3D'font-size:14.0pt'>Кремлёв=
;ские
куранты
показывали 0
часов 22 минут&=
#1099;,
когда
началась
теневая
(частная)
фаза лунног =
86;
затмения, и 4
часа 46 минут –
когда она
закончиласn=
0;.
В каком созв=
077;здии
находилась
Луна во врем=
103;
затмения?
=





style=3D'font-size:14.0pt'>На
первый
взгляд
кажется, что
ответить на =
074;опрос
невозможно, style=3D'mso-spacerun:yes'> 
поскольку
между продо =
83;жительност&#=
1100;ю
затмения и
положением
Луны на
эклиптике
прямой связ =
80;
нет. Ключом к
разгадке яв =
83;яется
тот факт, что
наибольшая
возможная
продолжитеl=
3;ьность
теневой фаз =
99;
затмения
составляет
чуть более
трёх с
половиной
часов.
Получается,
что во время
затмения бы =
83;
произведён
переход на
летнее врем =
03;,
что даёт
узкий
интервал
возможных
дат и единст=
074;енное
возможное
созвездие.=



style=3D'font-size:14.0pt'>Оригина=
;льная
формулировl=
2;а
условия зад =
72;чи
и наличие в
нём скрытой
информации
роднят
занимательl=
5;ые
задачи двух
этих типов с &#=
1079;агадками.



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>3. Ещё один
тип задач
имеет
признаки
ролевого
моделироваl=
5;ия.
Задача
формулируеm=
0;ся
таким
образом, что
ученик може =
90;
представитn=
0;
себя
участником
описанной
ситуации и
посмотреть
на проблему
изнутри. Вот
характерныl=
1;
пример зани =
84;ательной
задачи для
самых
маленьких
юных
астрономов. p>



dowtext 1.0pt;
mso-border-left-alt:solid windowtext .5pt;padding:0cm 0cm 0cm 4.0pt;backgro=
und:
white;margin-left:14.2pt;margin-right:0cm'>

ound:
white;mso-layout-grid-align:none;text-autospace:none;border:none;mso-border=
-left-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'font-size:14.0pt;color:black'>Старш&=
#1080;й
брат загада =
83;
загадку
младшему: ра=
079;резал
название
одной из
планет на от=
076;ельные
буквы и
предложил
заново
сложить это
название.
Думая над
загадкой,
младший бра =
90;
уронил на по=
083;
две буквы, но,
что самое уд=
080;вительное,
из
оставшихся
букв
название пл =
72;неты
у него
всё-таки
получилось!
Какую плане =
90;у
загадал
старший бра =
90;?
Название
какой плане =
90;ы
сложил
младший?





und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>Задача
сформулироk=
4;ана
как реальна =
03;
ситуация, и
школьники style=3D'mso-spacerun:yes'>  3-4
классов
охотно реша =
02;т
её, хотя
предложениk=
7;
проанализиl=
8;овать
буквенных
состав
названий
планет вне к=
086;нтекста
задачи едва
ли вызвало б=
099;
в них энтузи=
072;зм.



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>4.
Неизменной
популярносm=
0;ью
пользуются
задачи, в
которых пре =
76;лагается
найти ошибк =
91;
в
художествеl=
5;ном
тексте или в
рисунке.
Отыскав
ошибку,
ученик демо =
85;стрирует
своё
превосходсm=
0;во
над её «авто=
088;ом»
в
астрономичk=
7;ских
познаниях. В &#=
1101;том
случае
используетl=
9;я
игровой
мотив – удов=
083;етворение
личного
честолюбия. >



dowtext 1.0pt;
mso-border-left-alt:solid windowtext .5pt;padding:0cm 0cm 0cm 4.0pt;margin-=
left:
14.2pt;margin-right:0cm'>

ayout-grid-align:
none;text-autospace:none;border:none;mso-border-left-alt:solid windowtext .=
5pt;
padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> 0pt'>У
Александра
Блока есть
такие строк =
80;:



ayout-grid-align:
none;text-autospace:none;border:none;mso-border-left-alt:solid windowtext .=
5pt;
padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> 0pt'> style=3D'mso-tab-count:2'>        &=
nbsp;          
style=3D'mso-bidi-font-style:normal'>Окрай
небес -
звезда омег =
72;,



ayout-grid-align:
none;text-autospace:none;border:none;mso-border-left-alt:solid windowtext .=
5pt;
padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> yle:
normal'>&n=
bsp;            =
;      
Весь
в искрах,
Сириус
цветной.



ayout-grid-align:
none;text-autospace:none;border:none;mso-border-left-alt:solid windowtext .=
5pt;
padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> yle:
normal'>&n=
bsp;            =
;      
Над
головой -
немая Вега=



ayout-grid-align:
none;text-autospace:none;border:none;mso-border-left-alt:solid windowtext .=
5pt;
padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> yle:
normal'>&n=
bsp;            =
;      
Из
царства
сумрака и style=3D'mso-spacerun:yes'>  снега=
;



ayout-grid-align:
none;text-autospace:none;border:none;mso-border-left-alt:solid windowtext .=
5pt;
padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> yle:
normal'>&n=
bsp;            =
;      
Олед&#=
1077;нела
над землёй... :p>



ayout-grid-align:
none;text-autospace:none;border:none;mso-border-left-alt:solid windowtext .=
5pt;
padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> 0pt'>Возможна
ли описанна =
03;
астрономичk=
7;ская
ситуация?
Почему?





und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>Воспольз=
;овавшись
подвижной
звёздной ка =
88;той,
учащиеся
устанавливk=
2;ют,
что данная с=
080;туация
невозможна.
Если Вега
расположенk=
2;
вблизи
зенита, то
Сириус
находится
под горизон =
90;ом.
Обе звезды
могут быть
видны однов =
88;еменно
только в
одном случа =
77;
- если Вега
расположенk=
2;
над северны =
84;
горизонтом, =
072;
Сириус – над
южным.



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>5. К
особому тип =
91;
занимательl=
5;ых
астрономичk=
7;ских
задач
следует
отнести те и=
079;
них, условие
которых
задаётся не =
074;
виде текста,
а в виде
рисунка.
Наблюдения R=
11;
главный
метод астро =
85;омии
как науки, и
решение
подобных
задач
помогает
юным астрон =
86;мам
стать
внимательнm=
9;ми
наблюдателn=
3;ми.



dowtext 1.0pt;
mso-border-left-alt:solid windowtext .5pt;padding:0cm 0cm 0cm 4.0pt;backgro=
und:
white;margin-left:14.2pt;margin-right:0cm'>

ound:
white;mso-layout-grid-align:none;text-autospace:none;border:none;mso-border=
-left-alt:
solid windowtext .5pt;padding:0cm;mso-padding-alt:0cm 0cm 0cm 4.0pt'> style=3D'font-size:14.0pt;color:black'>В
рисунке,
иллюстрируn=
2;щем
смену фаз
Луны в учебн=
080;ке
"Природа
живая и
неживая" длn=
3; 5
класса обще =
86;бразовател&#=
1100;ных
учреждений,
написанном
В.М.Пакулово=
081;
и
Н.В.Ивановой
(издательст =
74;о
«Дрофа», 2005 гоk=
6;,
стр.22),
допущена
астрономичk=
7;ская
ошибка.
Найдите её
(рис.9).





und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'> 



t-grid-align:
none;text-autospace:none'> src=3D"shatovskaya.files/image003.jpg" v:shapes=3D"_x0000_i1025">=



14.0pt;
color:black'>     =
    
Решая
задачу,
учащиеся
опираются н =
72;
свой наблюд =
72;тельный
опыт и
приходят к
выводу, что с span> style=3D'font-size:14.0pt'>обствен=
;но
лунные фазы
показаны
правильно.
Однако
художник
нанёс на
освещённое
Солнцем
полушарие
Луны
условный
рельеф, один=
072;ковый
во всех
фазах. Это
означает,
что, по мнени&#=
1102;
художника,
Луна
постоянно
повёрнута о =
76;ной
стороной к
Солнцу. На
самом деле
Луна повёрн =
91;та
одной
стороной к
Земле, и
рельеф осве =
97;ённого
полушария style=3D'mso-bidi-font-weight:normal'> всле =
76;ствие
вращения Лу =
85;ы
должен
изменяться. >



14.0pt'> 



style=3D'font-size:14.0pt'>*  
*   * span>



style=3D'font-size:14.0pt'> 



und:
white;mso-layout-grid-align:none;text-autospace:none'> ize:
14.0pt;color:black'>Использо=
;вание
загадок и
занимательl=
5;ых
задач
является
важной
частью
предлагаемl=
6;й
нами
методическl=
6;й
системы
обучения шк =
86;льников
основам
астрономии.
Эти загадки =
080;
задачи можн =
86;
считать
разновидноl=
9;тью
упражнений =
74;
игровой фор =
84;е.
Их 
применениk=
7;
позволяет
выстроить п&=
#1086;следовател=
;ьную
методическm=
1;ю
линию от азо=
074;
науки к боле=
077;
сложному
материалу и
перенести
=
style=3D'font-size:14.0pt'>сформир=
;ованную
в игре
мотивацию
учащихся на
собственно
учебную
деятельносm=
0;ь. style=3D'color:black'>









------=_NextPart_01C956EB.651F6770
Content-Location: file:///C:/B3671381/shatovskaya.files/image003.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C956EB.651F6770
Content-Location: file:///C:/B3671381/shatovskaya.files/header.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:w=3D"urn:schemas-microsoft-com:office:word"
xmlns=3D"http://www.w3.org/TR/REC-html40">








id=3D"webarch_temp_base_tag">







r'>










tion-separator'>










r'>










tion-separator'>










vertical:
paragraph;mso-element-anchor-horizontal:margin;mso-element-left:right;
mso-element-top:.05pt;mso-height-rule:exactly'>





padding-bottom:0cm;padding-left:0cm'>

mso-element-anchor-vertical:paragraph;mso-element-anchor-horizontal:margi=
n;
mso-element-left:right;mso-element-top:.05pt;mso-height-rule:exactly'> -[if supportFields]> class=3DMsoPageNumber>PAGE=
style=3D'mso-spacerun:yes'> 
class=3DMsoPageNumber>






 







vertical:
paragraph;mso-element-anchor-horizontal:margin;mso-element-left:right;
mso-element-top:.05pt;mso-height-rule:exactly'>





padding-bottom:0cm;padding-left:0cm'>

mso-element-anchor-vertical:paragraph;mso-element-anchor-horizontal:margi=
n;
mso-element-left:right;mso-element-top:.05pt;mso-height-rule:exactly'> -[if supportFields]> class=3DMsoPageNumber>PAGE=
style=3D'mso-spacerun:yes'>  -separator'>
class=3DMsoPageNumber>1 -[if supportFields]> class=3DMsoPageNumber> > class=3DMsoPageNumber>






 









------=_NextPart_01C956EB.651F6770
Content-Location: file:///C:/B3671381/shatovskaya.files/image001.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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=

------=_NextPart_01C956EB.651F6770
Content-Location: file:///C:/B3671381/shatovskaya.files/filelist.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"








------=_NextPart_01C956EB.651F6770--