[img]data:image/png;base64,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[/img][br][br]How many [math]\frac{1}{2}[/math]s are in 2?
How many [math]\frac{1}{5}[/math]s are in 3?
How many [math]\frac{1}{8}[/math]s are in [math]1\frac{1}{4}[/math]?
[math]1\div\frac{2}{6}=?[/math]
[math]2\div\frac{2}{9}=?[/math]
[math]4\div\frac{2}{10}=?[/math]
Diego and Jada were asked “How many rhombuses are in a trapezoid?”[br][br][list][*]Diego says, “[math]1\frac{1}{3}[/math]. If I put 1 rhombus on a trapezoid, the leftover shape is a triangle, which is [math]\frac{1}{3}[/math] of the trapezoid."[br][/*][*]Jada says, “I think it’s [math]1\frac{1}{2}[/math]. Since we want to find out ‘how many rhombuses,’ we should compare the leftover triangle to a rhombus. A triangle is [math]\frac{1}{2}[/math] of a rhombus.”[br][/*][/list][br]Do you agree with either of them? Explain or show your reasoning.
Select [b]all[/b] the equations that can be used to answer the question: “How many rhombuses are in a trapezoid?”
The distance around a park is [math]\frac{3}{2}[/math] miles. Noah rode his bicycle around the park for a total of 3 miles. How many times around the park did he ride?[br][br]Write a multiplication equation or a division equation for the relationship.[br]
You need [math]\frac{3}{4}[/math] yard of ribbon for one gift box. You have 3 yards of ribbon. How many gift boxes do you have ribbon for?[br][br]Write a multiplication equation or a division equation for the relationship.[br]
The water hose fills a bucket at [math]\frac{1}{3}[/math] gallon per minute. How many minutes does it take to fill a 2-gallon bucket?[br][br]Write a multiplication equation or a division equation for the relationship.
How many heaping teaspoons are in a heaping tablespoon? How would the answer depend on the shape of the spoons?