The question is Crea开发者_高级运维te a function that takes three numbers as input and returns true or false depending on whether those three numbers can form a triangle. Three numbers can form a triangle if the sum of any two sides is greater than the third side.
my answer is:
def is_triangle(a,b,c)
if a+b > c
return true
elsif a+c>b
return true
elsif b+c>a
return true
else
return false
end
end
the thing is: my supposed false return keeps returning true. please help!
This logic should work for finding your triangle
def is_triangle?(a,b,c)
sorted = [a,b,c].sort
greatest_side = sorted.pop
greatest_side < sorted.sum
end
Yet another approach:
def is_triangle?(a,b,c)
[a,b,c].max < [a,b,c].sum/2.0
end
Or for Ruby outside of Rails:
def is_triangle?(a,b,c)
[a,b,c].max < [a,b,c].inject(:+)/2.0
end
Your problem is that unless all 3 numbers are 0 one of your if
s will always be true. What you want is something more like
def is_triangle(a,b,c)
a + b > c && a + c > b && b + c > a
end
is_triangle(3,6,8) #=> true
is_triangle(3,6,80) #=> false
Nothing you pass into this is going to return false. Your method is wrong.
You can tell if three sides make a triangle by finding the longest side and then adding the remaining two sides. If they are greater than the longest side, then the sides can make a traingle.
I suggest if you are sure your logic is correct change the method to
def is_triangle?(a, b, c)
a+b > c or b+c > a or c+a > b
end
But according to me it is not so the method should be
def is_triangle?(a, b, c)
a+b>c and b+c>a and c+a>b
end
Some points to note about ruby conventions:
- Method which returns boolean ends with '?'
- A ruby method returns the last evaluated expression, so writing return is redundant here.
puts " enter a, b and c values"
a=gets.to_i
b=gets.to_i
c=gets.to_i
if a+b > c
print true
elsif a+c>b
print true
elsif b+c>a
print true
else
print false
end
you can also use this code too.. this is much easy
This is also a solution to this problem :
if 2*[a,b,c].max < a + b + c
true
else
false
end
There are a variety of different inequalities theoretically possible:
http://en.wikipedia.org/wiki/Triangle_inequality
精彩评论