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10 May 2023
Can you do the political cartoon in the picture, please?
A political cartoon uses images to exaggerate an opinion, after in a humorous way. The main purpose of the carton is to show you the artist's point of view on a situation.
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)
For each element in the image above, write a point or two about the element or how it relates to the rest of the image.
1. Where the people are __________________________________________________________________________
2. What the person behind the counter is saying _______________________________________________________
3. Put all of the elements together and explain in your own words what the cartoon is saying. ______________________________________________________________________________________________
Can you do the political cartoon in the picture, please?
A political cartoon uses images to exaggerate an opinion, after in a humorous way. The main purpose of the carton is to show you the artist's point of view on a situation.
For each element in the image above, write a point or two about the element or how it relates to the rest of the image.
1. Where the people are __________________________________________________________________________
2. What the person behind the counter is saying _______________________________________________________
3. Put all of the elements together and explain in your own words what the cartoon is saying. ______________________________________________________________________________________________
Read by 1 person
10 May 2023
Read by 1 person
10 May 2023
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Read by 1 person
10 May 2023
Already have an account? Log in