A critical thinker is someone who is actively engaged in a thought process. Active thinking is that process of making judgments about what has happened while critical thinking involves a wide range of thinking skills that eventually leads to a desired outcome. Active thinking prompts learning during complex problems situations and provides learners with an opportunity to think about how a problem will be solved. As a result, it will help them evaluate, analyze, and intercept information.
Answer:
answer is 8! / (4! * 4!). Which gives a value of 70.
Explanation:
we have 8 places, we’re going to pick 4 places to put the zeros, it is 8! / (4! x 4!)
Answer:
public class num6 {
public static void main(String[] args) {
int n = 4;
for(int i = 1; i <= n; ++i) {
for(int j = 1; j <= i; ++j) {
System.out.print("* ");
}
System.out.println();
}
}
}
Explanation:
This solution is implemented in Java
Two for loops are required for this (an inner nd outer for loop).
The innner and outer for loops can be seen as implementing rows and columns (so on the first 'row' i=1, so a single star is printed, on the second row, i =2, two stars are printed and so on, all on seperate lines)
Answer:
A. Social network analysis (SNA).
Explanation:
This is explained to be a process of quantitative and qualitative analysis of a social network. It measures and maps the flow of relationships and relationship changes between knowledge possessing entities. Simple and complex entities include websites, computers, animals, humans, groups, organizations and nations.
The SNA structure is made up of node entities, such as humans, and ties, such as relationships. The advent of modern thought and computing facilitated a gradual evolution of the social networking concept in the form of highly complex, graphical based networks with many types of nodes and ties. These networks are the key to procedures and initiatives involving problem solving, administration and operations.
Answer:
True.
Explanation:
In a recursive method, method call itself.If there is no control statement then it will call itself for infinite time.To prevent this we need to create a base/ termination condition in the recursive method. So that when it meets the base/termination condition, method will stop calling itself.
Here is an example of controlled recursive method :
void dig(int n)
{
// base condition to stop calling itself
if(n==0)
return;
else
{
cout<<n%10<<" ";
// function will itself until it meets the base condition
// recursive call
rdig(n/10);
}
}
this method to print the digits of a number in revers order.first it will print the last digit and update the number as num/10. this will repeat until num become 0. When it reaches the base condition it will stop calling itself and returned.
