https://padlet.com/abuckley7/8upylf0pkaxm Block 3 en-us 2018-04-10 14:37:00 UTC 2018-04-11 18:23:25 UTC hello@padlet.com https://padlet.com/abuckley7/8upylf0pkaxm/wish/250785718 1. A2 + B2 = C2

2. Is a right triangle ]]> 2018-04-11 15:53:42 UTC https://padlet.com/abuckley7/8upylf0pkaxm/wish/250785718 https://padlet.com/abuckley7/8upylf0pkaxm/wish/250858417 A2+B2=C2
Leg a that makes a square plus leg b that make a sqare equals legs c which is the longest leg that makes a square.]]> 2018-04-11 18:05:36 UTC https://padlet.com/abuckley7/8upylf0pkaxm/wish/250858417 https://padlet.com/abuckley7/8upylf0pkaxm/wish/250860909 Area A + Area B = Area C]]> 2018-04-11 18:10:16 UTC https://padlet.com/abuckley7/8upylf0pkaxm/wish/250860909 https://padlet.com/abuckley7/8upylf0pkaxm/wish/250862788 1. A2 + B2 = C2
2. The type is a right triangle. The areas of the squares a and b equal the area of c]]> 2018-04-11 18:13:30 UTC https://padlet.com/abuckley7/8upylf0pkaxm/wish/250862788 83691 https://padlet.com/abuckley7/8upylf0pkaxm/wish/250866176 (a^2) * (b^2) = (c^2)

Leg A’s side makes a a square, and the same follows for Leg B, which together, make the hypotenuse, or C.]]> 2018-04-11 18:19:30 UTC https://padlet.com/abuckley7/8upylf0pkaxm/wish/250866176 https://padlet.com/abuckley7/8upylf0pkaxm/wish/250867783 I say that the areas of the squares are related because if you could have one or two legs of the triangle, you can get the hypotenuse. If you could get those, then you get the areas. So they are connected. 
For the pattern, I believe it’s Area A plus Area B = Area C. This pattern also shows how they’re connected. ]]> 2018-04-11 18:22:07 UTC https://padlet.com/abuckley7/8upylf0pkaxm/wish/250867783