SWE-203T - Data Structures and Algorithm - Mathematics Assignment Help

Assignment Task

Question 1
Convert the following Infix expressions into Postfix.
a) A $ B * C - D + E / F / (G + H)
b) ((A + B) * C - (D - E)) $ (F + G)
c) A - B / (C * D $ E)
d) (A + B) * (C + D - E) * F
e) A + B * C + D - E *

Question 2
Convert the following Infix expressions into Postfix and evaluate them.
a) (5 * (((9 + 8) * (4 * 6)) + 7))
b) 6 * (5 + (2 + 3) * 8 + 3)
c) (B^2 – 4 * A * C) ^ (1/2)
d) A * B + (C – D/E)
Where A = 2, B = 3, C = 1, D=4 and E=5

Question 3
Write the values of Front and Rear for Linear QUEUE for the following conditions
a) When the queue is empty
b) When the queue is full

Question 4
Consider a linear queue having memory cells N = 5. Initially the queue is empty. Perform the following operations and update the values of Front and Rear.
a) Red, Yellow and Brown are inserted
b) Red is deleted
c) Pink and Blue are inserted
d) Yellow and Brown are deleted
e) Black is inserted
f) Pink is deleted
g) Orange and Green are inserted
h) Blue is deleted
i) Yellow is deleted

Question 5
What is priority queue? Write the real world and computer science example of Priority Queue.

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