<span>Constructive criticism encourages growth and learning by being positive and encouraging, offering solutions to problems, targeting specific areas for improvement and by being expressed only in private.</span>
Answer:
B: Both the US dollar and the Mexican peso will appreciate.
Explanation:
There are many causes of currency appreciation. In this context, an increase in income of American workers will result in a higher demand for local goods and foreign goods coming from Mexico. This means that the higher demand for Mexican currency by Americans to purchase Mexican goods will result in currency appreciation. The Dollar will also appreciate due to higher demand.
Answer:
During filling a job application the employer needs to know and verify all the information related to you and your previous jobs in order to know and adapt in case you may have an special requirement like religion or disability. This will allow to the employer to know you more and to create a psychological profile of you.
The correct answer for this multiple choice question will be all the options apply.
Answer: B
Explanation:
With the options given, Johnny can only perform worse if he performs worse than his cumulative GPA and also if he performed less than he ever performed before. The last option about Johnny's performing worse than last semester might not necessarily have an effect on his GPA. A cumulative GPA is the total GPA Johnny has gotten since he started school. The last semester might be one of his best semesters and probably had a good result so getting a result slightly lower than his last semester might not necessarily mean there will be a reduction in his cumulative GPA. So option B is correct.
Answer and Explanation:
The computation is shown below:
a. For the percentage of failures is
= Number of failures ÷ number of pacemakers tested
= 4 ÷ 90
= 4.4%
b. For Number of failures per unit-hour of operating time
= Number of failure ÷ total time - non-operating time
= 4 ÷ (5,000 × 90) - (5,000 ÷ 2 × 4)
= 4 ÷ (450,000 - 10,000)
= 4 ÷ 440,000
= 9.09 × 10^-6
= 0.00000909 failure per unit-hour
c. For Number of failures per unit-year is
= Failure ÷ unit year
= 0.0000090909 × 24 hours × 365 days
= 0.07963 failure per unit-year
