Question: Draw the parse tree that represents the following infix equation (ie, an in order traversal of the tree should result in an equation in the

 Draw the parse tree that represents the following infix equation (ie,

an in order traversal of the tree should result in an equation

Draw the parse tree that represents the following infix equation (ie, an in order traversal of the tree should result in an equation in the same order). Notes: You should provide a valid expression tree. That is, each operator should have two children and each operand should be a leaf. Don't put any weights on edges. Remember ** is the python operator for exponentiation, eg, 4** 2 is 2 to the power of 2 or 4 squared. You can treat ** as an operator just like * or +, etc Make sure edges connect from one node to another. Check this by moving the destination node around to see that it's incoming link is connected to the parent node... Draw the parse tree that represents the following infix equation (ie, an in order traversal of the tree should result in an equation in the same order- ignoring brackets). 3*4 + 2 (7-6)/5 Notes: You should provide a valid expression tree. That is, each operator should have two children and each operand should be a leaf. Don't put any weights on edges. Make sure edges connect from one node to another. Check this by moving the destination node around to see that it's incoming link is connected to the parent node

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