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In terms of heat flow, explain briefly:


1) Why silverware feels cold to touch


2) Why you feel cool after alcohol is rubbed on your skin

 State the domain and range of the following function 𝑓(𝑥) = 1/(𝑥−1) + 2


If q1 = 3.0 nC, q2 = -4.0 nC, q3 = 2.0 nC, q4 = -5.0 nC, and q5 to 8 = -1.0

nC, what is the total electrix flux for each of the closed surfaces a, b, c,

and d?


the average number of automobiles per minute stopping for gas at a particular service station along the coastal road is 4 what is the probability that in any given minute more than two will stop for gas

the average number of automobiles per minute stopping for gas at a particular service station along the coastal road is 4 what is the probability that in any given minute more than two will stop for gas


the average number of automobiles per minute stopping for gas at a particular service station along the coastal road is 4 what is the probability that in any given minute more than two will stop for gas


Average number of automobiles per minute stopping for gas at a particular service station along the coastal road is 4 what is the probability that in any given minute more than two will stop for gas


Create a Class Shape having a field shapeType and a function printMyType.Create another class, Square and Rectangle, which inherits the Shape class and has additional fields length and breadth. Both Square and Rectangle classes will have two functions calculateArea, which will return the object's area, and printMyType, which will print the type of the object.Inside the main, first create the object of class Square and have a length equal to 5 and call the printMyType then calculateArea method after creating the object of class Rectangle having the length equal to 5 and breadth equal to 4 and again call the printMyType and calculateArea method.

Considering the Abstraction Principle, perform the following:

a.       [2 Marks] Define an abstract class by the name of Shape, the class consists of an attribute (D) which refers to the dimension and a member function Area().

b.       [2 Marks] Make the function Area a pure virtual function 

c.     [2 Marks] Define a class Circle which is s subclass of the superclass Shape and define the Area inside the class.

d.       [1 Marks] Define a second class Square which is a subclass of Shape and define the area inside it.


Show that for any A > 1 and any positive k, "Limit" as n approaches infinity "n^k\/A^n=0"


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