Question

Give a non-algebraic proof that C(n,k) = C(n – 1, k ) + C(n – 1,k...

Give a non-algebraic proof that C(n,k) = C(n – 1, k ) + C(n – 1,k – 1).

Math   Advanced-Math   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
LB = {w|w e {a,b,c}^*, w =c^kbba^n, n<k}. 1. Is LB regular or not? 2. Give...
LB = {w|w e {a,b,c}^*, w =c^kbba^n, n<k}. 1. Is LB regular or not? 2. Give proof that supports your answer.
1. Write a proof for all non-zero integers x and y, if there exist integers n...
1. Write a proof for all non-zero integers x and y, if there exist integers n and m such that xn + ym = 1, then gcd(x, y) = 1. 2. Write a proof for all non-zero integers x and y, gcd(x, y) = 1 if and only if gcd(x, y2) = 1.
please write a proof: There exists a minimum value of k ∈ N such that for...
please write a proof: There exists a minimum value of k ∈ N such that for every positive integer n ≥ k, ∃x, y ∈ N ∪ {0} such that n = 4x + 7y.
Prove: if s^3 - s^2 is algebraic over a field K then s is algebraic over...
Prove: if s^3 - s^2 is algebraic over a field K then s is algebraic over K.
1. Give a direct proof that the product of two odd integers is odd. 2. Give...
1. Give a direct proof that the product of two odd integers is odd. 2. Give an indirect proof that if 2n 3 + 3n + 4 is odd, then n is odd. 3. Give a proof by contradiction that if 2n 3 + 3n + 4 is odd, then n is odd. Hint: Your proofs for problems 2 and 3 should be different even though your proving the same theorem. 4. Give a counter example to the proposition: Every...
Is the set of all finite subsets of N countable or uncountable? Give a proof of...
Is the set of all finite subsets of N countable or uncountable? Give a proof of your assertion.
sigma(k=n)(infinity) (1/3)^k is equal to?? (non sigma notation version, only numbers)
sigma(k=n)(infinity) (1/3)^k is equal to?? (non sigma notation version, only numbers)
1. For each statement that is true, give a proof and for each false statement, give...
1. For each statement that is true, give a proof and for each false statement, give a counterexample     (a) For all natural numbers n, n2 +n + 17 is prime.     (b) p Þ q and ~ p Þ ~ q are NOT logically equivalent.     (c) For every real number x ³ 1, x2£ x3.     (d) No rational number x satisfies x^4+ 1/x -(x+1)^(1/2)=0.     (e) There do not exist irrational numbers x and y such that...
Let F⊆K⊆E be extension fields. If K is an algebraic extension of F and let α∈E...
Let F⊆K⊆E be extension fields. If K is an algebraic extension of F and let α∈E be algebraic over K. Show that α is also algebraic over F.
Let h(n) = n3 − 8n2 + 75. Give a careful proof, using the definition on...
Let h(n) = n3 − 8n2 + 75. Give a careful proof, using the definition on page 48, that h(n) is in Ω(n2).
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT