c) How would you generalize this idea? Suppose you are given a graph G and a particular edge {u, v} in the graph. How would you alter Prim's algorithm to find the minimum spanning tree subject to the condition that {u. v} is in the tree?

Since floating point numbers are extremely accurate, they should generally be used instead of ints.

Please explain the character set in as few words as possible.

Convert the decimal number 34492.696289062 into a HEX NUMBER showing the steps (Note : The problem should be solved in separate paper with steps and scanned copy should be submitted along with other answers Final answer must be entered in the boxes provided below. For Hexadecimal digits from A to F, enter their equivalent decimal value in the corresponding box; do not enter the letter; (For eg, if answer is A, ther enter 10, for B, enter 11 and so on) Enter only one digit in each box. Also fill the unused boxes with zeros) However, in your written submissions, use the letters A to F instead of the values The integer part = The fractional part =