Explanation:
Below is required code in java :-
public class Table{
private String color; //attribute to store the color of the table
public Table(){ //default constructor
this.color=""; //set a default blank color
}
public Table(String color){ //overloaded constructor
this.color=color; //set the color value equal to the parameter provided
}
public void setColor(String color){ //setter or mutator method
this.color=color; //set the color value equal to the parameter provided
}
}
Answer:
Sự khác biệt giữa bán hàng và tiếp thị là bán hàng tập trung vào làm việc trực tiếp với khách hàng tiềm năng để khiến họ chuyển đổi, trong khi tiếp thị tập trung vào việc khơi dậy sự quan tâm đến sản phẩm của bạn.
Answer:
def display_factors(num):
for counter in range(1, num+1):
if num % counter == 0:
print(counter)
int_num= int(input("Enter a number : "))
print("The factors for {} are : ".format(int_num))
display_factors(int_num)
Explanation:
The function display_factors is used to display all factors of a number entered by a user.
- In this for counter in range(1, num+1) the for loop is iterated until counter is greater to num is false. Counter variable starts from 1 and ends when it gets greater than the input number.
- if num % counter == 0: In this statement, each loop iteration, checks whether a number (num) is exactly divisible by counter. It is the condition for counter to be a factor of num.
- print(counter) This is used to display factors of an input number
- int_num= int(input("Enter a number : ")) This statement asks user to enter a number (int_num) which will be an integer.
- display_factors(int_num) This calls display_factors number to find the factors of an input number.
Answer:
Trojan Horse
Explanation:
A trojan horse is something that looks different than what it really is; it's deceptive.
Answer:
The base case
Explanation:
Required
The part that determines the termination of a recursion
This part of a recursion is referred to as the base case.
Take for instance, the following:
<em>factorial(int n)
{
</em>
<em> if (n < = 1) { return 1; }
</em>
<em> else { return n*factorial(n-1); } }</em>
<em />
The base case of the above is if (n < = 1) { return 1; }
Because the recursion will continue to be executed until the condition is true i.e. n less than or equals 1
