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Harrypotter is visiting his uncle’s house ,the house of Black ,and ants to know more about the family through their ancestral tree.He notices that the ancestraltreebegins with the head of the family at the top,having 2 children as his descendants,This pattern is followed throught and each member is represented by unique integer.

Given relationships in the form ofan integer arraywhere the head of the family is at the first position (i=0) and his children areat position (2*i+1) and (2*i+2).

Your task is to help harry find and return all the siblings of any given family member and return them in the form of a sorted array.

Note:if there are no siblings ,return {-1}.

Example:

Input1:5

Input2:{1,2,3,4,5}

Input3:1

Output:{-1}


you want to buy a particular stock at its lowest price and sell it later at its highest price,since the stock market is unpredictable,you steal the price plans of a company for this stock for the next N days.

Find the best price you can get to buy this stock to achieve maximum profit.

Note:The initial price of the stock is 0.

Input1:Nnumber of days.

Input2:Array representing changing stock price for the day.

Output: Your function must return the best price to buy the stock at.

Example:

Input1:5

Input2:{-39957,-17136,35466,21820,-26711}

Output:-57093


Calculate the surface area Integral of object obtained by rotating the function x=2y+5 for x=-1 and -2 about y axis

Create a class for Waterbender, Earthbender, Firebender, and Airbender as subclasses of the superclass Avatar. The subclasses provide their actual implementation, Firebender must return a String containing the phrase "Fire attack!”, Waterbender = “Water attack!”, Airbender = "Air attack!”, and Earthbender = "Stone attack!". Create a testdriver called TestAvatar to demonstrate the classes. Apply the concept of Inheritance and Polymorphism.





Sample Output:


Fire attack!


Water attack!


Air attack!


Stone attack!


Default attack!




John is going through his family photo album.There is a total of N people in the family labeled 0 to N-1.

Find out the number of members of his family who have more than or equal to X children.

Input specification:

Input1:N,denoting the total number of family members.

Input2:X,denoting the minimum number of children a family members should have in order to be included in john’s final set.

Input3:An array of N elements where the ith element denotes the parent of the ith index. If the value of the element is -1,then that family member has no parent.

Example:

Input1:1

Input2:0

Input3:{-1}

Output=1 


A reaction has a rate constant of 7.3x10 M/s at 315 K and a frequency factor of 4.4x10 What is the activation energy of the reaction?

In planting field, there are trees in a single row fromleft to right.each tree has avalue V.youcut trees fromleft to right and for each tree ofvalue Vthat you cut,youplant(V+1)% M trees on the right most end with values ranging from 0 to ((V+1)%M)-1.

Initially,there was only one tree with value 2.Find the total number of trees present after cutting K trees.

Example:

Input1:1

Input2:2

Output1:1 


Rob is fond of collecting coins but unfortunately,sometimes he has to sell a coin to get other coins.he puts all his coins one over the other in a column.

(0,i):Add coin with value i to the collection.

(1,0):sell a coin.

Selling a coin:For selling a coin ,he picks up the top coin in the coloumn if he constraint A is satisfied.Constraint A:Rob can only sell the coin if the coin collection value is more than Y.

Upon removal ,the coin collection value goes to the previous value.Initially,with 0 coins ,coin collection value is 0.

Adding a Coin:on adding a coin of value i to the collection the coin collection value increments via the following prodcedure.

If the coin collection had>=X value then current total value is X+i else X+2*i.

Rob needs to find and return the final value of coin collection after Q operations.

Note:Initially,the value X is 0 and not X.

Ex1:

i/p1:10(deciding increment)

i/p2:0(selling coins)

i/p3:1(no of operations)

i/p4:{{0,5}}

o/p:10




Report the results of the following arithmetic equations with the appropriate number of significant figures. Assume that all values are experimental.



(a) 1.1037 + 0.914 + 8.62 =



(b) 3.1994 * 10 ^ - 3 + 6.145 * 10 ^ - 1 + 0.00317 =



(c) (106.8)(21.4) =



(d) (1.447 * 10 ^ - 3)(8.19 * 10 ^ - 1) = (e) (4.18 * 10 ^ - 4) ^ 3 =



(F) 8.11/1.6 =



(g) (14.16 + 3.179 - 9.08)/(3.159 + 4.4) =



(h) log (3.162 * 10 ^ 4) =

Explain some real world scenario which you have experienced. After wards, create a Venn Diagram modeling the scenario depicting the concepts of problem solving using Venn diagrams.


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