Cody

Solution 1909995

Submitted on 23 Aug 2019 by Paul Morant
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Test Suite

Test Status Code Input and Output
1   Pass
user_solution = fileread('shifted_hexagonal_tiling_dots_in_circle.m'); assert(isempty(strfind(user_solution,'regexp'))); assert(isempty(strfind(user_solution,'2str'))); assert(isempty(strfind(user_solution,'str2'))); assert(isempty(strfind(user_solution,'interp'))); assert(isempty(strfind(user_solution,'printf'))); assert(isempty(strfind(user_solution,'assert')));

2   Pass
r = 0; N_correct = 1; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

3   Pass
r = 0.5; N_correct = 1; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

4   Pass
r = 1; N_correct = 4; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

5   Pass
r = 1.5; N_correct = 4; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

6   Pass
r = 2; N_correct = 13; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

7   Pass
r = 2.5; N_correct = 13; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

8   Pass
r = 3; N_correct = 25; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

9   Pass
r = 5; N_correct = 61; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

10   Pass
r = 7.5; N_correct = 130; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

11   Pass
r = 10; N_correct = 244; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

12   Pass
r = 15; N_correct = 547; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

13   Pass
r = 20; N_correct = 979; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

14   Pass
r = 25; N_correct = 1510; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

15   Pass
r = 50; N_correct = 6049; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

16   Pass
r = 100; N_correct = 24202; assert(isequal(shifted_hexagonal_tiling_dots_in_circle(r),N_correct));

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