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Unformatted text preview: TEST 2 (MAT 370, REVIEW)
ASU ID:..................................NAME:.................................. 1. How one can define each of the following functions at a given point function is continuous at Function 1: so that the resulted Function 2: Function 3: 2. Determine where the following functions are continuous and where they are discontinuous. 3. Prove that the Dirichlet function is discontinuous at each 4. Prove that the Riemann function is discontinuous at each rational and continuous at each irrational 5. Calculate the derivative for each of the following functions. 6. Prove that 7. Calculate the integrals. 8. Determine whether the series is convergent, absolutely convergent or divergent. ...
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 Spring '09
 kuiper
 Calculus, Derivative, Mathematical analysis, Continuous function

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