Created
May 14, 2020 07:48
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Put all in toguether1
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-module(pat). | |
-export([perimeter/1,area/1,enclosure/1,bits/1,bits_rec/1,tests/0]). | |
%Shapes exercises | |
%I considered not necessary to validate the shapes as john don't use it during his examples, | |
% forexp in circle R > 0 and in triangle A + B > C,etc.. | |
perimeter({circle,_,Radius}) -> | |
2 * math:pi() * Radius; | |
perimeter({rectangle,_,H,W}) -> | |
(2 * H) + (2 * W); | |
perimeter({triangle,_,A,B,C}) -> | |
A + B + C. | |
area({circle,_,Radius}) -> | |
math:pi() * Radius * Radius; | |
area({rectangle,_,H,W}) -> | |
H * W; | |
%triangle area from Herón formula, explained in week one. | |
area({triangle,_,A,B,C}) -> | |
S = (A+B+C)/2, | |
math:sqrt(S*(S-A)*(S-B)*(S-C)). | |
enclosure({circle,{X,Y},Radius}) -> | |
Diameter=2*Radius, | |
{rectangle,{X,Y},Diameter, Diameter}; | |
%Triangle heigh from Herón formula also. | |
enclosure({triangle,{X,Y},A,B,C}) -> | |
Ha = (2/A)*area({triangle,{X,Y},A,B,C}), | |
{rectangle,{X,Y},A,Ha}. | |
%%%%% | |
bits(X) -> | |
bits_tail(X,0). | |
%bits tail recursive func: | |
bits_tail(0,Acc) -> | |
Acc; | |
bits_tail(X,Acc) -> | |
bits_tail(X div 2,Acc + (X rem 2)). | |
%bits recursive func: | |
bits_rec(0) -> | |
0; | |
bits_rec(X) -> | |
X rem 2 + bits_rec(X div 2). | |
tests() -> | |
18.84955592153876 = perimeter({circle,{0,0},3}), | |
18 = perimeter({rectangle,{0,0},3,6}), | |
15 = perimeter({triangle,{0,0},4,5,6}), | |
28.274333882308138 = area({circle,{0,0},3}), | |
18 = area({rectangle,{0,0},3,6}), | |
1 = bits(8), | |
3 = bits(7), | |
1 = bits_rec(8), | |
3 = bits_rec(7), | |
success. |
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