Is Barbie a good role model for girls? Why or why not? Please name and describe two additional toys, dolls, or figurines that you would consider to be good role models and/or inspirational for children. Please tell why you chose them. This extra credit is due by the end of the school day on Monday, March 6, 2017.
Monday, February 27, 2017
Extra Credit #19
Theme: Barbie's Birthday is March 9
![Image result for barbie](https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTiVMZ0BYJwBzw0yn_y6W6GmLq25VJsD393KCn2-97zCYxYDncm)
Is Barbie a good role model for girls? Why or why not? Please name and describe two additional toys, dolls, or figurines that you would consider to be good role models and/or inspirational for children. Please tell why you chose them. This extra credit is due by the end of the school day on Monday, March 6, 2017.
Is Barbie a good role model for girls? Why or why not? Please name and describe two additional toys, dolls, or figurines that you would consider to be good role models and/or inspirational for children. Please tell why you chose them. This extra credit is due by the end of the school day on Monday, March 6, 2017.
Monday, February 13, 2017
Extra Credit #18
February 14 - Theme: Valentine's Day
![Image result for valentine's day](data:image/jpeg;base64,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)
Who do you care about the most? Why do you care for them so much? What is something nice you could do to show this person that you care? Explain. Please write at least half of a page. This extra credit is due by the end of the school day on Monday, February 20, 2017.
Who do you care about the most? Why do you care for them so much? What is something nice you could do to show this person that you care? Explain. Please write at least half of a page. This extra credit is due by the end of the school day on Monday, February 20, 2017.
Monday, February 6, 2017
Extra Credit #17
Theme: Monopoly First Sold on February 6
![Image result for monopoly](data:image/png;base64,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)
What are your three favorite board or card games? Explain why you like them. This extra credit is due by the end of the school day on Monday, February 13.
What are your three favorite board or card games? Explain why you like them. This extra credit is due by the end of the school day on Monday, February 13.
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