The formula for computing the number of ways of choosing r different things from a set of
Question:
The formula for computing the number of ways of choosing r different things from a set of n things is the following:
In this formula, the factorial function is represented by an exclamation point (!) and defined as the product:
n! = n × (n – 1) × (n – 2) × … × 1
Discover a recursive version of the C(n, r) formula, and write a recursive method that computes the value of the formula. Embed the method in a program and test it.
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
The recursive formula for Cn r can be written as follows Cn r Cn1 r1 Cn1 r where Cn 0 1 ...View the full answer
Answered By
Akshay Shete
I have extensive experience as a tutor, both online and in-person. I have worked with students of all ages and abilities, and am skilled at adapting my teaching style to meet the needs of each individual student. I have a strong background in a variety of subjects, including math, science, and English, and am able to break down complex concepts in a way that is easy for students to understand. In addition to my subject matter expertise, I am also a patient and supportive teacher, and am committed to helping my students succeed. Whether I am working with a struggling student who needs extra help to catch up, or an advanced student looking to get ahead, I am able to provide the guidance and support they need to reach their goals. Overall, my hands-on experience as a tutor has prepared me to be a confident and effective teacher, and I am excited to use my skills to help students succeed.
0 Reviews
10+ Question Solved
Related Book For 
Question Posted:
