2. Look at the language classes from question 1 from the questions from 1/25. Draw ONE Venn diagram with these classes (call them NP, P, PSPACE, RE, CFL, DECIDABLE, FINITE, NPC, REGULAR) and the corresponding co-classes: CONP, COP, COPSPACE, CORE, COCFL, CODECIDABLE, COFINITE, CONPC, and COREGULAR. For a class of languages, coC is the class of all languages that are the complement of a language in C. Assume that NP is not equal to CONP. You may look up the relationship between the classes, but try to understand why these relationships hold. 2. Look at the language classes from question 1 from the questions from 1/25. Draw ONE Venn diagram with these classes (call them NP, P, PSPACE, RE, CFL, DECIDABLE, FINITE, NPC, REGULAR) and the corresponding co-classes: CONP, COP, COPSPACE, CORE, COCFL, CODECIDABLE, COFINITE, CONPC, and COREGULAR. For a class of languages, coC is the class of all languages that are the complement of a language in C. Assume that NP is not equal to CONP. You may look up the relationship between the classes, but try to understand why these relationships hold