[MOD] found a more eleganto solution using Union type
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@ -8,10 +8,10 @@ end
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type Rectangle <: Shape
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t1::Tuple
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t2::Tuple
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#width::Float64 = abs(t2[1]-t1[1])
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#height::Float64 = abs(t2[2]-t2[2])
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x::Float64
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y::Float64
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width::Float64
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height::Float64
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end
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@ -19,6 +19,20 @@ type ShapeGroup <: Shape
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members::Vector{Shape}
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end
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typealias Point Union{Tuple{Float64,Float64}, Tuple{Int64,Int64}}
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"Create rectangle from to points `p` at the top left corner and `q` at the lower right corner"
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function Rectangle(p::Point,q::Point)
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px,py = p
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qx,qy = q
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w = qx - px
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h = qy - py
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Rectangle(px,py,w,h)
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end
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"Group shapes into a group, which can be treated as a shape itself"
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function group(shapes::Shape...)
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ShapeGroup(collect(shapes))
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@ -30,32 +44,35 @@ getposition(c::Circle) = (c.x,c.y)
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"Get position of Rectangle"
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getposition(r::Rectangle) = r.t2
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getposition(r::Rectangle) = (r.x,r.y)
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# Inform implementer of Shape subtypes of required functions
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getposition(s::Shape) = error("You must implement for Shape")
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setposition(s::Shape, x, y) = error("You must implement this function for Shape")
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"Set absolute position of center of Circle"
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function setposition(c::Circle,x,y) # If you cast the type on the function
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c.x = x # you can only use that input type
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c.y = y # that is no type inference or conversion will be made
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end
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"Set absolute position upper left corner of Rectangle"
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function setposition(r::Rectangle,x::Tuple)
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r.t2 = x
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r.t1[1] = r.t1[1] + x[1]
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r.t1[2] = r.t1[2] + x[2]
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function setposition(r::Rectangle,x,y)
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r.x = x
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r.y = y
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end
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"Move Shape by `dx` units along the x-axis and `dy` units across the y-axis"
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function move(s::Shape,dx,dy)
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x,y = getposition(s)
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setposition(s,x+dx,y+dy)
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end
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"Check if point at `(x,y)` is inside circle"
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function inside(c::Circle,x,y)
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dx = x - c.x
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@ -63,33 +80,28 @@ function inside(c::Circle,x,y)
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hypot(dx,dy) <= c.radius
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end
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"Check if point at `(x,y)` is inside rectangle"
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function inside(r::Rectangle,x::Tuple)
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r.t1[1] <= x[1] <= r.t2[1] &&
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r.t1[2] <= x[2] <= r.t2[2]
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function inside(r::Rectangle,x,y)
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r.x <= x <= r.x + r.width &&
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r.y <= y <= r.y + r.height
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end
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inside(s::Shape,p::Point) = inside(s,p...)
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"Check if point at `(x,y)` is inside one of the shapes in the group"
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function inside(g::ShapeGroup,x,y)
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for m in g.members
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if string(typeof(m)) == "Rectangle"
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println(inside(m,(x,y)))
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elseif string(typeof(m)) == "Circle"
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println(inside(m,x,y))
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if inside(m,x,y)
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return true
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end
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end
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false
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end
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"Check if point at `(x,y)` defined as a tuple is inside one of the shapes in the group"
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function inside(g::ShapeGroup,x::Tuple)
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for m in g.members
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if string(typeof(m)) == "Rectangle"
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println(inside(m,x))
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elseif string(typeof(m)) == "Circle"
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println(inside(m,x...))
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end
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end
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end
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# Inform implementer of Shape subtypes of required functions
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inside(s::Shape,x,y) = error("You have to implement inside for Shape")
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# TESTING CODE
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