I would say true because text is really important so you eant to make it look as good as possible.
Answer:
P(D) = 0.4
Explanation:
P(D) is the probability of randomly selecting someone.
who does not choose a direct in-person encounter as the most fun way to flirt.
1 – 0.600 = 0.4
P(D) = 0.4
hence the upper D over bar right parenthesis represent and its value is 0.4
To start up windows and boot the system to make sure no hackers or viruses are on windows so your computer does not get infected with a hacker or virus
hope this helps
Answer:
Answered below
Explanation:
//Program is written using Java programming language.
Class Person {
private string firstName;
private string lastName;
void set firstName(string a){
firstName = a;
}
string getFirstName(){
return firstName;
}
void setLastname( string b){
lastName = b;
}
string getLastName( ){
return lastName;
}
void displayDetails( ) {
System.out.print(firstName);
System.out.print (lastName);
}
}
//Test program
Class Main{
public static void main(String args [] ){
Person person = new Person( )
person.setFirstName("Karen")
System.out.print(person.getFirstName)
person.displayDetails()
}
}
Given the way computers go about completing a linear search for an array of numbers, we can confirm that it would take about six steps to complete the search.
<h3>How do computers perform a linear search?</h3>
When given an array of numbers to search through the linear search method, the computer will follow a logical approach. It will begin at the leftmost number, in this case, the number 7, and then compare each number in the array to the number 52, one by one. When the number finally matches the parameter it is searching for, it will return the answer.
Since in this series of numbers, 52 is the fifth number, the computer will go through the 5 initial steps of comparing each number, and then complete the search with the sixth step which would be returning the index of 52.
Therefore, we can confirm that it would take about six steps for the computer to complete the search using a linear search.
To learn more about linear searches visit:
brainly.com/question/15178888?referrer=searchResults
