![8. [6-3 * 2 points] (Related to Check Understanding question Chapter 7 #14, p.331) In Haskell, we can declare types using type, newtype, and data. When it comes to name versus structural type equality what are the connections between Int type MyIntl-Int newtype MyInt2 MyInt2 Int data MyInt3 = MyInt3 Int Le., which of a = 5 : : Int, b = 5 : : MyInt 1, c-MyInt2 5, and d-MyInt3 5 are equal in Haskell?](https://d2vlcm61l7u1fs.cloudfront.net/media%2Fca0%2Fca02f2ce-257d-4403-aaa4-5dc3b59de9ff%2FphpjpsVFC.png)
8. [6-3 * 2 points] (Related to Check Understanding question Chapter 7 #14, p.331) In Haskell, we can declare types using
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![8. [6-3 * 2 points] (Related to Check Understanding question Chapter 7 #14, p.331) In Haskell, we can declare types using type, newtype, and data. When it comes to name versus structural type equality what are the connections between Int type MyIntl-Int newtype MyInt2 MyInt2 Int data MyInt3 = MyInt3 Int Le., which of a = 5 : : Int, b = 5 : : MyInt 1, c-MyInt2 5, and d-MyInt3 5 are equal in Haskell?](https://d2vlcm61l7u1fs.cloudfront.net/media%2Fca0%2Fca02f2ce-257d-4403-aaa4-5dc3b59de9ff%2FphpjpsVFC.png)
8. [6-3 * 2 points] (Related to Check Understanding question Chapter 7 #14, p.331) In Haskell, we can declare types using
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