Canadian History Jeopardy
Original created by Daphne Mercier.
This grid has been adapted for a Canadian History course.
This Activity template is based on the Jeopardy Game. This activity is at 3 levels: green- What all students should know. yellow- What most students should know. blue- What some students should know. This Learning Grid is adapted from a learning grid created by Daphne Mercier.
Jeopardy Template Mac/Win
Canada, history, review, jeopardy, ldcsb, secondary
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Canadian History Jeopardy
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about
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Click on a white cell to play.
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400
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400
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Canada at the Turn of the Century
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Canada and World War One
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1920's and the Great Depression
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Canada and World War Two
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Post War Canada
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500
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500
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back to start
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Jeopardy
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What is an assembly line?
that's right.
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What is a finishing line?
try again
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What is a chorus line?
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This efficient method of making cars was created by Henry Ford and helped his company make cars cheaper and in less time.
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What is the Mayflower?
try again.
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What is the Titanic?
that's right!
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What is the Star Liner?
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This ship sank on its maiden voyage across the Atlantic Ocean in April of 1912.
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Who is Sir Arthur Currie?
try again.
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Who is Sam Hughes?
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Who is Clifford Sifton?
that's right!
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Who was Canada's Minister of Immigration at the turn of the 20th Century?
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What is 200 acres?
that's right.
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What is 20 acres?
try again.
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What is 2000 acres?
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How much land was Canada offering to prospective immigrants?
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What is a sales tax?
try again.
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What is a tariff?
that's right!
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What is a hybrid tax?
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This is a tax placed on foreign goods that is used to protect Canadian businesses.
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Who is Otto von Bismarck?
try again.
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Who is Franz Ferdinand?
that's right!
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Who is Kaiser Wilhelm?
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He was the Arch Duke of the Austrian Empire and his assassination sparked the beginning of World War One.
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What is the MK1 rifle?
try again.
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What is the Colt rifle?
try again.
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What is the Ross rifle?
that's right!
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This rifle was used by Canadian troops in World War One and had reputation for jamming alot.
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What is Vimy Ridge?
that's right.
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What is the Battle of the Bulge?
try again.
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What is the Somme?
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This famous battle helped create a Canadian identity as soldiers were able to overcome great odds and defeat the German army.
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Who is Billy Bishop?
that's right.
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Who is the Red Baron?
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Who is Roy Brown?
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He was Canada's first World War One flying "ace."
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Who is Sir Arthur Currie?
try again.
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Who is Wilfred Laurier?
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Who is Sam Hughes?
that's right!
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He was Canada's Minister of the Militia during World War One.
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What is a Bennett Buggy?
that's right.
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What is a radio?
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What is a Model T?
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This was a car that had no engine and was pulled by a horse.
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Who is Mary Pickford?
try again.
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Who is Emily Stowe?
that's right!
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Who is Nellie McClung?
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This famous Canadian women appeared in movies was nicknamed "America's Sweetheart."
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What is the Covent Garden Market?
No, try again.
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What is a Boston Market?
No, try again.
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What is the Stock Market?
that's right!
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This was a new concept where shares of companies were bought and sold on a daily basis.
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What is the Great Depression?
I'm sorry, this is not correct.
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What is Prohibition?
that's right!
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What is the Cold War?
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This tumultuous era in Canadian history was brought on when the sale and manufacture of alcohol was banned.
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Who is John Diefenbaker?
I'm sorry, this is not correct.
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Who is William Lyon Mackenzie King?
that's right!
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Who is Louis St. Laurent?
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He was elected Prime Minister of Canada in 1935.
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What is Dieppe?
that's right.
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What is Normandy?
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What is Dunkirk?
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This was the site of a failed invasion by Canadian troops in 1942.
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Who is Julius Caesar?
100
try again.
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Who is Enrico Palazo?
I'm sorry, this is not correct.
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Who is Benito Mussolini?
that's right!
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He was the leader of Italy during World War Two.
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What are a few clouds?
100
that's right!
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What is overcast?
I'm sorry, this is not correct.
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What is clear?
No, try again.
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The United States dropped a nuclear bomb on this Japanese city in August of 1945.
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What is Tokyo?
100
try again.
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What is Hiroshima?
that's right
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What is Figi?
try again.
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What is France?
100
try again.
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What is Poland?
I'm sorry, this is not correct.
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What is Holland?
that's right!
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The Canadian Army was given the task of liberating this country after D Day.
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What is Calais?
try again!
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What is Dieppe?
I'm sorry, this is not correct.
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What is Dunkirk?
That's right!
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British troops were successfully evacuated from this French port city in 1940.
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What is the Super Huey?
100
try again!
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What is the Bismarck?
try again
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What is the Avro Arrow?
that's right!
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This Canadian plane was technologically ahead of its time but was scrapped in favour of an American made missile.
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What is the Suez Canal?
100
that's right!
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What is the Great Pyramid?
I'm sorry, this is not correct.
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What is the Nile River?
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Great Britain and France attempted to sieze control of this, which eventually led them into a conflict with Egypt.
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What is Hawaii?
100
try again
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What is Cuba?
that's right.
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What is Bermuda?
try again.
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A global crisis occurred when Russia attempted to place nuclear missiles on this island nation.
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Who is Pierre Elliott Trudeau?
100
that's right!
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Who is Jean Cretien?
I'm sorry, this is not correct.
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Who is John Diefenbaker?
no, try again.
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This popular young man from Quebec was elected Prime Minister of Canada in 1968.
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What is the Front de Liberation de Quebec?
100
that's right!
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What is Al Queda?
I'm sorry, this is not correct.
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Who are the Lafayettes?
No, try again.
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This was the name of the terrorist organization from Quebec during the 1960's and 1970's.
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Choose 1, 2 OR 3.
1
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1
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1
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2
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Canada at the turn of the Century
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The Roaring Twenties
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Women's Rights Movement
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back to start
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Jeopardy
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Who is Wilfred Laurier?
100
that's right! good for you.
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Who is Robert Borden?
try again.
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He was Canada's first French Canadian Prime Minister.
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This term is used to describe the rapid growth of cities which occured in Canada at the turn of the century..
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What is industrialization?
100
try again.
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What is urbanization?
that's right!
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This group did not support Canada sending troops to the Boer War..
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Who are English Canadians?
100
try again.
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Who are French Canadians?
that's right!
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A general workers strike occured in this city in 1919.
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What is Winnipeg?
100
that's right! good for you.
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What is Regina?
try again.
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This London, Ontario doctor discovered a cure for diabetes.
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Who is Frederick Banting?
100
that's right.
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Who is Richard Bennett?
try again.
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He was a famous broadcaster of Toronto Maple Leafs games on Hockey Night in Canada.
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Who is Guy Lombardo?
100
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Who is Foster Hewitt?
that's right!
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The is the term used to describe the movement to get women the right to vote.
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What is Suffragette?
100
that's right! good for you.
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What is Temperance?
try again.
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In what province were women first granted the rigtht vote.
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What is Manitoba?
100
that's right! good for you.
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What is Ontario?
try again.
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This women played a major role in Canada's Women's Rights Movement.
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Who is Beatrice Jones?
100
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Who is Nellie McClung?
that's right!
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<P><FONT size=1><FONT face=Arial><FONT class=c5speakingrange><FONT class=c5speakingrange>This activity is based on the Jeopardy Game.</FONT> </FONT></FONT></FONT></P>
<P><FONT class=c5speakingrange size=1 face=Arial>This activity is based on <FONT class=c5speakingrange>3 </FONT>levels of understanding:</FONT></P>
<P><FONT class=c5speakingrange size=1 face=Arial><FONT class=c5speakingrange> </FONT><SPAN class=crickpicture crickpicture="true" textheight="13"><RUBY><IMG style="WIDTH: 20px; HEIGHT: 18px" alt="" src="C:\DOCUME~1\EERNEW~1\LOCALS~1\Temp\crickres\81866544498e4aa6bf7bc73775a3656c.7bd30d3f-6b36-40b0-99e7-69753eac8fe2.Normal.png" width=28 height=52 ResourceId="7bd30d3f-6b36-40b0-99e7-69753eac8fe2"></RT></RUBY></SPAN> <SPAN class=crickpicture crickpicture="true" textheight="40"><RUBY></RUBY></SPAN> What all students should know. (Beginner)</FONT></P>
<P><FONT size=1><FONT face=Arial><FONT class=c5speakingrange><FONT class=c5speakingrange><FONT class=c5speakingrange><FONT class=c5speakingrange> <SPAN class=crickpicture crickpicture="true" textheight="13"><RUBY><IMG style="WIDTH: 19px; HEIGHT: 18px" alt="" src="C:\DOCUME~1\EERNEW~1\LOCALS~1\Temp\crickres\81866544498e4aa6bf7bc73775a3656c.5bbb242e-9289-4882-8ac9-697e949635f3.Normal.png" width=20 height=52 ResourceId="5bbb242e-9289-4882-8ac9-697e949635f3"></RT></RUBY></SPAN> <SPAN class=crickpicture crickpicture="true" textheight="25"><RUBY></RT></RUBY></SPAN> What most s</FONT>tudents should know. (Intermediate)</FONT></FONT></RT> </FONT></FONT></FONT></P>
<P><SPAN class=crickpicture crickpicture="true" textheight="40"><RUBY></RT></RUBY></SPAN><FONT class=c5speakingrange size=1 face=Arial> <SPAN class=crickpicture crickpicture="true" textheight="13"><RUBY><IMG style="WIDTH: 20px; HEIGHT: 18px" alt="" src="C:\DOCUME~1\EERNEW~1\LOCALS~1\Temp\crickres\81866544498e4aa6bf7bc73775a3656c.fffa3f61-3b0c-4e97-85bf-14db56fd30f8.Normal.png" width=24 height=52 ResourceId="fffa3f61-3b0c-4e97-85bf-14db56fd30f8"></RT></RUBY></SPAN> <SPAN class=crickpicture crickpicture="true" textheight="40"><RUBY></RT></RUBY></SPAN> What some students should know. <FONT class=c5speakingrange>(Expert)</FONT></FONT></P>
<P><FONT class=c5speakingrange size=1 face=Arial></FONT> </P>
<P><FONT class=c5speakingrange size=1 face=Arial>Learning Grid adapted from a learning grid created by Daphne Mercier from SET BC.</FONT></P></BODY></HTML>
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What is ?
100
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What is ?
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What is ?
No, try again.
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Type answer here.
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100
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300
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300
{cell.HTMLText}
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300
{cell.HTMLText}
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300
{cell.HTMLText}
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300
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400
{cell.HTMLText}
{cell.Text}
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400
{cell.HTMLText}
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400
{cell.HTMLText}
{cell.Text}
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400
{cell.HTMLText}
{cell.Text}
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400
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{cell.Text}
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Weather Instruments
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{cell.Text}
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Weather Predictions
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Water Cycle
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Cloud Type
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Weather Miscellaneous
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500
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500
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500
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500
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500
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What is temperature?
100
that's right!
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What is weather?
I'm sorry, this is not correct.
{cell.Text}
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What is precipitation?
No, try again.
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The heat energy from the sun.
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{cell.Text}
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click on a white cell to play.
100
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{cell.Text}
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100
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|
100
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{cell.Text}
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100
{cell.HTMLText}
{cell.Text}
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200
{cell.HTMLText}
{cell.Text}
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200
{cell.HTMLText}
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200
{cell.HTMLText}
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200
{cell.HTMLText}
{cell.Text}
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300
{cell.HTMLText}
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300
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300
{cell.HTMLText}
{cell.Text}
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300
{cell.HTMLText}
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400
{cell.HTMLText}
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400
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{cell.Text}
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400
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400
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Canada at the turn of the century
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Canada and World War One
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The Great Depression
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Canada and World War Two
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|
back to start
|
Jeopardy
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{cell.Text}
|
Who is Robert Borden?
100
that's right!
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Who is William Lyon Mackenzie King?
try again.
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|
Who is Sir John A. MacDonald?
try again.
{cell.Text}
|
He defeated Wilfred Laurier in the Election of 1911.
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|
|
|
What is Winnipeg?
100
that's right!
{cell.Text}
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What is Edmonton?
try again.
{cell.Text}
|
What is Saskatoon?
try again.
{cell.Text}
|
This city was a gateway to the west for new immigrants to Canada at the turn of the century.
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|
|
|
What is North Dakota?
100
try again.
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|
What is Washington?
try again.
{cell.Text}
|
What is Alaska?
That's right
{cell.Text}
|
Canada was in a dispute with the United States over a boudary with this northern U.S. state.
{cell.Text}
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|
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|
What is economic protection?
100
try again.
{cell.Text}
|
What is reciprocity?
that's right
{cell.Text}
|
What is a tariff?
try again.
{cell.Text}
|
This is another name for "free trade."
{cell.Text}
{cell.Text}
|
|
|
|
Who is Otto Von Bismarck?
try again.
{cell.Text}
|
Who is Rasputin?
try again.
{cell.Text}
|
Who is Kaiser Wilhelm?
that's right!
{cell.Text}
|
He was the leader of Germany during World War One.
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|
|
|
What is 20?
100
try again.
{cell.Text}
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What is 12?
I'm sorry, this is not correct.
{cell.Text}
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What is 5?
that's right.
{cell.Text}
|
You were considered an "ace" if you shot down this many planes.
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|
|
|
|
What is Great Britain?
100
that's right!
{cell.Text}
|
What is France?
I'm sorry, this is not correct.
{cell.Text}
|
What is Russia?
try again.
{cell.Text}
|
Canada got involved in World War One because of its close relationship with this country.
{cell.Text}
{cell.Text}
|
|
|
|
What is 1920?
100
try again.
{cell.Text}
|
What is 1914?
I'm sorry, this is not correct.
{cell.Text}
|
What is 1918?
that's right!
{cell.Text}
|
World War One ended in this year.
{cell.Text}
{cell.Text}
|
|
|
|
Who is Pierre Elliott Trudeau?
100
try again.
{cell.Text}
|
Who is Richard Bedford Bennett?
that's right,
{cell.Text}
|
Who is William Lyon Mackenzie King?
try again.
{cell.Text}
|
This man was Prime Minister of Canada for the first half of the Great Depression.
{cell.Text}
{cell.Text}
|
|
|
|
What are locusts?
100
try again.
{cell.Text}
|
What are dust bowls?
that's right!
{cell.Text}
|
What are tornadoes?
try again.
{cell.Text}
|
This was a term given to the huge wind storms that plagued farmers in the prairies in the 1930's.
{cell.Text}
{cell.Text}
|
|
|
|
What is the government buyout?
100
try again.
{cell.Text}
|
What is the Stock Market Crash?
that's right!
{cell.Text}
|
What is World War Two?
try again.
{cell.Text}
|
This catastrophic event occured in October of 1929 and is seen as the trigger for the Great Depression.
{cell.Text}
{cell.Text}
|
|
|
|
What are shopping malls?
100
try again.
{cell.Text}
|
What are vacations?
try again.
{cell.Text}
|
What are movies?
that's right.
{cell.Text}
|
People entertained themselves during the Great Depression by going to these.
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{cell.Text}
|
|
|
|
What is Poland?
100
that's right,
{cell.Text}
|
What is Russia?
I'm sorry, this is not correct.
{cell.Text}
|
What is Belgium?
try again.
{cell.Text}
|
World War II started when Germany invaded this country.
{cell.Text}
{cell.Text}
|
|
|
|
Who is Franklin Delano Roosevelt?
100
try again.
{cell.Text}
|
Who is Benito Mussolini?
try again.
{cell.Text}
|
Who is Adolf Hitler?
that's right!
{cell.Text}
|
This man came to power in Germany in the 1930's and led the world to war in 1939.
The process of water vay per (a gas) turning into a liquid through cooling.
{cell.Text}
|
|
|
|
What is Hong Kong?
100
try again.
{cell.Text}
|
What is Pearl Harbor?
that's right.
{cell.Text}
|
What is San Diego?
No, try again.
{cell.Text}
|
The United States entered the war when Japan attacked this island naval base.
the process of water vay per a gas turning into a liquid through cooling.
{cell.Text}
|
|
|
|
What is Montreal?
100
try again.
{cell.Text}
|
What is Vancouver?
I'm sorry, this is not correct.
{cell.Text}
|
What is Halifax?
that's right!
{cell.Text}
|
A major explosion occured in this Canadian port city in 1917.
{cell.Text}
{cell.Text}
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