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ANY CLUE HOW TO DO THIS?

Consider the following key” G: “I take Geography.” C: “I take Chemistry”. A: “I take Anatomy.” M: “I take Math.” S: “I take Spanish.” B: “I take Biology.” Consider the following decision making process (premises): I won't take Geography if I don't take Chemistry. I won't take Anatomy or Chemistry, but I'll take Math or Geography. Taking Math but not Chemistry depends on taking Spanish. Only if I take Anatomy I'll take both Spanish and Biology. Given the above considerations (premises), what follows logically regarding which classes I should/will be taking, and which not? In order to determine that, please do the following: 1. Symbolize the above premises. Be sure to list and number each premise, or it will be difficult to reference them in order to provide a proof of any conclusion that follows logically. 2. Draw logical conclusions using either theorems/rules of Natural Deduction, or by using the Short-cut Table method. Keep in mind that no conclusion is provided, so YOU must derive (correctly infer) the conclusion(s) yourself. You MUST justify every conclusion on the basis of the given premises or previously justified deductive steps, and only on that basis. Be sure to formulate the final conclusion into one statement in the English language.

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1. Homework ?