Writing a calculator using stacks in Python
I wrote a calculator in Python. Again. But this time, I didn't write the UI layer. Because principles! Here at Enthought, it's advised to have a clear seperation between the Model and the View and what you see below is the Model part of the calculator. It also makes life easier in two ways. First, it makes testing the underlying model and it's methods easier. Secondly, I can implement the UI however I want to, i.e using traitsUI, raw Qt, Jigna. Whatever!
If you don't understand what's going on in the code, let me explain things a little. There is a standard Python list called inputstack, and it uses as a stack, that stores all of the input characters, let them be numbers or an operator. And the eval_stack method will traverse the inputstack checking for numbers or operators.
Also, this Github repository contains all the calculator codes I've written so far! Again, as always, the code was highlighted and embedded into this blogpost as raw html using hilite.me! Try it! It's awesome!
If you don't understand what's going on in the code, let me explain things a little. There is a standard Python list called inputstack, and it uses as a stack, that stores all of the input characters, let them be numbers or an operator. And the eval_stack method will traverse the inputstack checking for numbers or operators.
Also, this Github repository contains all the calculator codes I've written so far! Again, as always, the code was highlighted and embedded into this blogpost as raw html using hilite.me! Try it! It's awesome!
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 | import unittest class Application(): inputstack = [] def eval_stack(self): i = 0 # counter to keep track of decimal point temp = 0 # counter to keep track of current input temp2 = 0 # counter to store previous input op = '' # used to store the math operator while self.inputstack != []: if not isinstance(self.inputstack[-1], basestring): temp += int(self.inputstack.pop())*10**i i += 1 print temp else : if self.inputstack[-1] == '.': self.inputstack.pop() temp = temp/(10.**(i)) i = 0 print temp else : op = self.inputstack.pop() temp2 = temp temp = 0 i = 0 print op, temp, temp2 if op == '+': return temp2 + temp elif op == '-': return temp - temp2 elif op == '*': return temp*temp2 elif op == '/': return float(temp)/temp2 class testApplication(unittest.TestCase): def test_add(self): test = Application() test.inputstack = [1,2,'+',3,4] self.assertEqual(test.eval_stack(), 46) def test_add_float(self): test = Application() test.inputstack = [1,2,'.',4,'+',3,4,'.',5] self.assertEqual(test.eval_stack(), 46.9) def test_sub(self): test = Application() test.inputstack = [1,2,'-',3,4] self.assertEqual(test.eval_stack(), -22) def test_sub_float(self): test = Application() test.inputstack = [1,2,'.',4,'-',3,4,'.',5] self.assertEqual(test.eval_stack(), -22.1) def test_mul(self): test = Application() test.inputstack = [1,2,'*',4] self.assertEqual(test.eval_stack(), 48) def test_mul_float(self): test = Application() test.inputstack = [1,'.',4,'*',3,'.',5] self.assertEqual(test.eval_stack(), 4.9) def test_div(self): test = Application() test.inputstack = [1,2,'/',4] self.assertEqual(test.eval_stack(), 3.0) def test_div_float(self): test = Application() test.inputstack = [1,'/',5] self.assertEqual(test.eval_stack(), 0.2) |