Cody

# Problem 1267. Calculate the probability that at least two people in a group share the same birthday.

Solution 203467

Submitted on 13 Feb 2013 by @bmtran
This solution is locked. To view this solution, you need to provide a solution of the same size or smaller.

### Test Suite

Test Status Code Input and Output
1   Pass
%% n = 1; y_correct = 0.00; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

``` ```

2   Pass
%% n = 366; y_correct = 1.00; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

``` ```

3   Pass
%% n = 0; y_correct = 0.00; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

``` ```

4   Pass
%% n = 23; y_correct = 0.5073; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

```[Warning: Result may not be exact. Coefficient is greater than 1.000000e+15 and is only accurate to 15 digits] [> In nchoosek at 64 In birthday_prob at 3 In verifyCode>evaluateCode at 227 In verifyCode at 40 In fevalJSON at 14] ```

5   Pass
%% n = 50; y_correct = 0.9704; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

```[Warning: Result may not be exact. Coefficient is greater than 1.000000e+15 and is only accurate to 15 digits] [> In nchoosek at 64 In birthday_prob at 3 In verifyCode>evaluateCode at 227 In verifyCode at 40 In fevalJSON at 14] ```

6   Pass
%% n = 100; y_correct = 1.0000; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

```[Warning: Result may not be exact. Coefficient is greater than 1.000000e+15 and is only accurate to 15 digits] [> In nchoosek at 64 In birthday_prob at 3 In verifyCode>evaluateCode at 227 In verifyCode at 40 In fevalJSON at 14] ```

7   Pass
%% n = 10 y_correct = 0.1169; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

```n = 10 [Warning: Result may not be exact. Coefficient is greater than 1.000000e+15 and is only accurate to 15 digits] [> In nchoosek at 64 In birthday_prob at 3 In verifyCode>evaluateCode at 227 In verifyCode at 40 In fevalJSON at 14] ```

8   Pass
%% n = 13 y_correct = 0.1944; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

```n = 13 [Warning: Result may not be exact. Coefficient is greater than 1.000000e+15 and is only accurate to 15 digits] [> In nchoosek at 64 In birthday_prob at 3 In verifyCode>evaluateCode at 227 In verifyCode at 40 In fevalJSON at 14] ```

9   Pass
%% n = 2; y_correct = 1/365; assert(abs(birthday_prob(n)-y_correct) <= 0.015)

``` ```