How to calculate Area of a Parallelogram?

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How to calculate Area of a Parallelogram?

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How to calculate Area of a Square?

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How to calculate Area of a Square?

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How to calculate Area of a Circle ?

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src="data:image/jpeg;base64,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"></div> 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How to calculate Area of a Circle ?

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How to calculate Pythagorean Theorem ?

<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="text-align: center;"> <img src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRCKLiD25UERWvl_Agwzz0kqPZLqcT_hYYfakPNtZ_u42QyavgS9Q"></div> </div>

How to calculate Pythagorean Theorem ?

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How to calculate Area of a Rectangle?

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"></div> 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World's 15 Most Intelligent Animals?

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How to lace up your shoes the bar way?

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how Wool Blankets made?

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how Wool Blankets made?

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How Wool made?

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How to Make Chocolate or Blueberry muffin recipe?

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"></div> 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How to Make Chocolate or Blueberry muffin recipe?

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Easy Homemade Vanilla Cake from Scratch?

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src="data:image/jpeg;base64,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"></div> 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Easy Homemade Vanilla Cake from Scratch?

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how to make pizza at home?

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how to make pizza at home?

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How To Make French Fries?

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"></div> 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How To Make French Fries?

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How donuts are made?

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How To Make Donuts?

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"></div> 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How To Make Donuts?

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Introduction to Algebra Equations - pre algebra basics for kids?

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"></div> 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How to Make a Paper Umbrella?

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"></div> 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How to Make a Paper Umbrella?

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How to Make a Paper Deck Chair ?

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How to Make a Paper Deck Chair ?

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