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Discrete Review
1. Prove or disprove
A. The difference of any two odd integers is odd.
B. An odd integer minus an even integer is odd.
2. Do a proof by mathematical induction using the four steps below that the following statement is true for every positive integer n.
A. Show that the base step is true:
B. What is the inductive hypothesis?
C. What do we have to show?
D. Proof:
3. Do a proof by mathematical induction using the four steps below that the following statement is true for every positive integer n.
A. Show that the base step is true:
B. What is the inductive hypothesis?
C. What do we have to show?
D. Proof:
4. Prove using mathematical induction that is divisible by 7 for all
.
A. Show that the base step is true:
B. What is the inductive hypothesis?
C. What do we have to show?
D. Proof:
Calculus Review
1. Find the limit:
2. Find the limit:
3. Find the limit:
4. Find the limit:
5. Write the equation for each asymptote for:
6. Find the limit of
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