https://padlet.com/taylordunn27/d7cet7ej7k85 Plan for design, resources, and research en-us 2018-09-15 19:54:44 UTC 2024-06-06 17:16:33 UTC hello@padlet.com taylordunn27 https://padlet.com/taylordunn27/d7cet7ej7k85/wish/281797755 Student 1: We can create the parallelogram by creating measurments of a rectangle and then adding to congruent right triangles to both sides.
Student 2: Let's start with a rectangle with length 20 inches and height 8 inches.]]> 2018-09-15 20:50:30 UTC https://padlet.com/taylordunn27/d7cet7ej7k85/wish/281797755 taylordunn27 https://padlet.com/taylordunn27/d7cet7ej7k85/wish/281798936 Student 3: Next let's add two right triangles with height 8 inches and length 6 inches.]]> 2018-09-15 20:55:43 UTC https://padlet.com/taylordunn27/d7cet7ej7k85/wish/281798936 taylordunn27 https://padlet.com/taylordunn27/d7cet7ej7k85/wish/281800447 Student 1: By using the Pythagorean theorem, we can find the other side length of the parallelogram. Now we have the base, height, and all side lengths of the parallelogram.]]> 2018-09-15 21:03:07 UTC https://padlet.com/taylordunn27/d7cet7ej7k85/wish/281800447 taylordunn27 https://padlet.com/taylordunn27/d7cet7ej7k85/wish/281800870 Student 2: So our planter will be in the shape of a parallelogram, with the longer sides being 26 inches and the shorter sides being 10 inches. This gives us a perimeter of 72 inches.
Student 3: By taking the base (26 inches) by the height (8 inches) our area will be 208 square inches.
Student 1: If we want our planter to be 12 inches deep, then we know we have 2,496 cubic inches of space in our planter.]]> 2018-09-15 21:05:04 UTC https://padlet.com/taylordunn27/d7cet7ej7k85/wish/281800870