Name:
Total/105 Page1/35 Page2/40 Page3/30
MATH 510 Discrete Math Exam I
Wednesday, October 1, 2003
Check that that you have all three pages - page two is on the back of page one.
Show all your work and reasoning. If you have sucient time evaluate factori
Name:
MATH 510 Discrete Math Final Exam
Tuesday, December 12, 2006
Check that that you have all ve pages. Show all your work and reasoning.
n=0
1. (15 points) Find the generating function g (x) =
hn xn for the recurrence
hn = hn1 + 6hn2 , h0 = 8, h1 = 9.
Name:
MATH 510 Discrete Math Final Exam
Monday, December 10, 2007
Check that that you have all six pages. Show all your work and reasoning.
n=0
1. (15 points) Find the generating function g (x) =
hn xn for the recurrence
hn = 2hn1 + 15hn2 , h0 = 3, h1 = 1
Name:
MATH 510 Discrete Math Exam I
Wednesday, September 20, 2006
Check that that you have all three pages - page two is on the back of page one.
Show all your work and reasoning. You do not need to evaluate factorials or binomial coecients.
If you apply
Name:
Total/102 Page1/24 Page2/32 Page3/20 Page3/26
MATH 510 Discrete Math Exam II
Wednesday, November 12, 2003
Check that that you have all four pages. Show all your work and reasoning.
If you have sucient time evaluate factorials and binomial coecients.
Name:
MATH 510 Discrete Math Exam I
Wednesday, September 19, 2007
Check that that you have all three pages - page two is on the back of page one.
Show all your work and reasoning. You do not need to evaluate factorials or binomial coecients.
If you apply
Name:
MATH 510 Discrete Math Exam II
Wednesday, November 1, 2006
Check that that you have all four pages. You do not need to evaluate factorials or binomial coecients.
1. (18 points) Solve the recurrence relations:
(a) hn = hn1 + 6hn2 , h0 = 3, h1 = 4.
(b
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Total/150 Page1/24 Page2/28 Page3/32 Page4/34 Page5/32
MATH 510 Discrete Math Final Exam
Wednesday, December 17, 2003
Check that that you have all ve pages. Show all your work and reasoning.
If you have sucient time evaluate factorials and binomial
Name:
MATH 510 Discrete Math Exam II
Friday, November 2, 2007
Check that that you have all four pages. You do not need to evaluate factorials or binomial coecients.
1. (14 points) (a) Give the general solution of the homogeneous recurrence hn = 8hn1 16hn2