def onclick(event):
update_inputs([(mousex, event.x), (mousey, event.y)])
print "distance.value == {:.1f}".format(distance.value)
print "is_close.value == {!r}".format(is_close.value)
print "alert.value == {!r}".format(alert.value)
print
colors = {"INSIDE": "red", "OUTSIDE": "blue"}
draw_circle(colors[alert.value])
def onclick(event):
update_inputs([(mousex, event.x),
(mousey, event.y)])
print 'distance.value == {:.1f}'.format(distance.value)
print 'is_close.value == {!r}'.format(is_close.value)
print 'alert.value == {!r}'.format(alert.value)
print
colors = {'INSIDE': 'red', 'OUTSIDE': 'blue'}
draw_circle(colors[alert.value])
hypothenuse = Node(name='length of hypothenuse',
action=sqrt,
inputs=Node.inputs(area_hypothenuse))
sin_alpha = Node(name='sin of alpha',
action=operator.div,
inputs=Node.inputs(a, hypothenuse))
alpha = Node(name='angle alpha',
action=math.asin,
inputs=Node.inputs(sin_alpha))
sin_beta = Node(name='sin of beta',
action=operator.div,
inputs=Node.inputs(b, hypothenuse))
beta = Node(name='angle beta', action=math.asin, inputs=Node.inputs(sin_beta))
print 'Enter float values for a and b, e.g.\n> 3.0 4.0'
while True:
answer = raw_input('\n> ')
if not answer:
break
value_a, value_b = answer.split()
update_inputs([(a, float(value_a)), (b, float(value_b))])
print 'Length of hypothenuse: {:.2f}'.format(hypothenuse.value)
print 'Angle alpha: {:.2f} degrees'.format(math.degrees(alpha.value))
print 'Angle beta: {:.2f} degrees'.format(math.degrees(beta.value))
try:
visualize_graph([hypothenuse], 'triangle.png')
print 'View triangle.png to see a visualization of the traph.'
except OSError:
print 'Please install graphviz to visualize the graph.'
return math.sqrt(square)
area_a = Node(name="square of a", action=square, inputs=Node.inputs(a))
area_b = Node(name="square of b", action=square, inputs=Node.inputs(b))
area_hypothenuse = Node(name="square of hypothenuse", action=sum_, inputs=Node.inputs(area_a, area_b))
hypothenuse = Node(name="length of hypothenuse", action=sqrt, inputs=Node.inputs(area_hypothenuse))
sin_alpha = Node(name="sin of alpha", action=operator.div, inputs=Node.inputs(a, hypothenuse))
alpha = Node(name="angle alpha", action=math.asin, inputs=Node.inputs(sin_alpha))
sin_beta = Node(name="sin of beta", action=operator.div, inputs=Node.inputs(b, hypothenuse))
beta = Node(name="angle beta", action=math.asin, inputs=Node.inputs(sin_beta))
print "Enter float values for a and b, e.g.\n> 3.0 4.0"
while True:
answer = raw_input("\n> ")
if not answer:
break
value_a, value_b = answer.split()
update_inputs([(a, float(value_a)), (b, float(value_b))])
print "Length of hypothenuse: {:.2f}".format(hypothenuse.value)
print "Angle alpha: {:.2f} degrees".format(math.degrees(alpha.value))
print "Angle beta: {:.2f} degrees".format(math.degrees(beta.value))
try:
visualize_graph([hypothenuse], "triangle.png")
print "View triangle.png to see a visualization of the traph."
except OSError:
print "Please install graphviz to visualize the graph."
return x - y
class Addition(Fragment):
def build_fragment(self, x, y):
return x + y
class Power(Fragment):
def build_fragment(self, x, p):
return x**p
x = Input(name='x-value')
y = Input(name='y-value')
p = Input(name='power')
difference = Difference(inputs=Node.inputs(x, y))
difference2 = Difference(inputs=Node.inputs(p, p))
addition = Addition(inputs=Node.inputs(difference, difference2))
power = Power(inputs=Node.inputs(difference, p))
update_inputs([(p, 10), (x, 5), (y, 10)])
# print power.value
print addition.value
print "changing y"
update_inputs([(y, 5)])
print addition.value
