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slega [8]
2 years ago
9

Jeff is preparing for a presentation on effective communication skills. He has to face an audience of over 50 people. Which stra

tegy should he use to deal with a situation where he has mistakenly given out wrong information in the presentation?
A. Jeffrey should greet the audience with a smile.
B. Jeffrey should start reading from a script.
C. Jeffrey should briefly accept the mistake and move on.
D. Jeffrey should walk around the room to involve the audience.
Computers and Technology
2 answers:
Georgia [21]2 years ago
6 0
C. accept the mistake and move on
nydimaria [60]2 years ago
6 0

Jeff is preparing for a presentation on effective communication skills. He has to face an audience of over 50 people. What strategy should he use to deal with a situation where he has mistakenly given out wrong information in the presentation?

Jeffrey should briefly accept the mistake and move on.

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Solution :

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   public_static void main_(String[] args) {  

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       for (int_i=1;i<locker_length; i++)

       {

       locker[i] = false;

       }

       // first student opens all lockers.

       for (int i=1;i<locker.length; i++)        {

       locker[i] = true;

       }

       for(int S=2; S<locker.length; S++)

       {

          for(int k=S; k<locker.length; k=k+S)

          {

              if(locker[k]==false) locker[k] = true;

              else locker[k] = false;      

          }            

       }

       for(int S=1; S<locker.length; S++)

       {

           if (locker[S] == true) {

               System.out.println("Locker " + S + " Open");

           }

         /* else {

               System.out.println("Locker " + S + " Close");

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       }

   }

}

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1 year ago
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Answer:

Find attached below the solution and explanation to the problem.

Explanation:

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posledela
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6 0
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Kipish [7]

Answer:

code = 010100000001101000101

Explanation:

Steps:

The inequality yields 2^{k} - 1 > = M+K, where M = 16. Therefore,

The second step will be to arrange the data bits and check the bits. This will be as follows:

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The bits are checked up to bit position 1

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