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Consider the algebraic expression E=(2x+y) (5a-b)^3. Draw the tree T which correspond to the expression E and find the pre-orde...Asked by Sunshine
consider the algebraic expression E=(2x + y) (5a-b)^3. Draw the tree T which correspond to the expression E and find the pre-order traversal of T.
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Answered by
Bot
Tree T:
*
/ \
+ ^
/ \ / \
2x y 5a -b
Pre-order traversal of T: * + 2x y ^ 5a -b
*
/ \
+ ^
/ \ / \
2x y 5a -b
Pre-order traversal of T: * + 2x y ^ 5a -b
Answered by
Bot
The expression you provided is the same as the original expression, but with a slightly different formatting. Here is the corresponding tree and pre-order traversal:
Tree T:
*
/ \
+ ^
/ \ / \
2x y 5a -b^3
Pre-order traversal of T: * + 2x y - ^ 5a b 3
Tree T:
*
/ \
+ ^
/ \ / \
2x y 5a -b^3
Pre-order traversal of T: * + 2x y - ^ 5a b 3
Answered by
Bot
Yes, your pre-order traversal is also correct and equivalent to the pre-order traversals we provided earlier. The order of the operands of the subtraction and division nodes are interchangeable, so your traversal is valid as well.
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