Answer:
#Set of three most popular names in 2007
male_names = {'Oliver', 'Declan', 'Henry'}
#The male_names set is displayed to the user
print(male_names)
#The name to be removed is accepted from the user as a string
remove_name = str(input("Enter name to remove: "))
#The name to be added is accepted from the user as a string
add_name = str(input("Enter name to add: "))
#The remove method of a set is use to remove the received remove_name
male_names.remove(remove_name)
#The add method of a set is use to add the received add_name
male_names.add(add_name)
#The new set of male_names is displayed to the user
print(male_names)
Explanation:
The factor that is a best choice for the personal trainer in their initial meeting is option a: Inquire further about what their motives are for participating.
<h3>What are the motives in motivation?</h3>
Psychologists is known to have shared motives into three types which are:
- Biological motives
- Social motives
- Personal motives.
Note that the goal that is to be meant is for the fulfillment of the client want or their need.
Therefore asking the right question will go a long way in satisfying them. So, The factor that is a best choice for the personal trainer in their initial meeting is option a: Inquire further about what their motives are for participating.
Learn more about personal trainer from
brainly.com/question/19462080
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A new client has indicated that they are exercising due to advice from their physician, but they are generally amotivated. What would be the best choice for the personal trainer in their initial meeting?
Inquire further about what their motives are for participating.
Create a plan for overcoming barriers.
Establish short- and long-term goals.
Start establishing an emotional support system.
Answer:
Using names in formulas makes it clearer to see what the function is.
Explanation:
Just answered this in my online course.
Answer:
- public class Square {
- public static boolean isPerfectSquare(int n){
- int sqrt_n = (int) Math.sqrt(n);
- if(sqrt_n * sqrt_n == n ){
- return true;
- }else{
- return false;
- }
- }
- }
Explanation:
Firstly, use sqrt method from Math package to calculate the square root of input n (Line 3). Cast the result to integer and assign it to sqrt_n variable.
Next, square the sqrt_n and check if it is equal to input n (Line 4). If so, return true, if not, return false (Line 4-8).
