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3. What would happen in problems 1 and 2 if instead of a rectangle you had a triangle?

3. What would happen in problems 1 and 2 if instead of a rectangle you had a triangle? 4. What if you had a zany shape such as this, instead of a rectangle or triangle: if the original area is X, what is the new area? Can you prove it? 5. What happens to the volume of any object when you magnify by a factor of 5? By a factor of k? 6. My lawn is an irregular shape covering 428 square feet. How many square inches does it cover? 7. Recall the definition of a span from the worksheet entitled "Need for Standard Units". How many spans tall are you? How many spans tall do you think a giant would be? How about a toddler?

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