Using the knowledge of pseudocodes it will be possible to write a code that calculates the amount of hours worked and giving warnings about it.
<h3>Writing a pseudocode we have that:</h3>
<em>while </em>
<em>if number == 0</em>
<em>break</em>
<em>hours =0 </em>
<em>for i =1 to 5 </em>
<em>hours = hours + time_out[ i ] - time_in[ i ]</em>
<em> If hours >36 : </em>
<em>print ( "Name is " ,name)</em>
<em>print( "No of hours are ",hours)</em>
<em>print("Congratulaion! Your working hours are more than 36")</em>
<em>If hours <30 : #</em>
<em>print ( "Name is " ,name)</em>
<em>print( "No of hours are ",hours)</em>
<em>print("Warning !!!")</em>
<em>End loop</em>
See more about pseudocode at brainly.com/question/13208346
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Answer:
Explanation:
Known Variables A = max Daily Rentals
X = Damaged helmets %
lets find the formula to calculate Helmets per location :taking 1st row as an example.
412 = B - (B*13/100)
412 = (100B-13B)/100
412*100 = 87B
B= 412*100/87
Hence, the generic formula becomes : B= A*100/(100-X)
Applying the same formula for each row and then using ROUND function of excel to round off the digits
=ROUND(number,digits) where number is the number you would like to round off and the digits is the number of decimal digits for it to round off. Since we want natural numbers in our example, we will be using digits as 0.
Explanation:
See attached pictures also.
Answer:
To source for the needed information
Answer:
The correct answer for the given question is option(b) i.e " No subject line"
Explanation:
In the e-mail subject is the important part which describe the information which kind of particular mail is send or received .if we do not give any subject line in the e-mail header then most of the chances that email will not read by recipients due to this suspicion will be caused.
Unknown Sender and Multiple recipients do not cause suspicion so the correct answer is option(b) i.e No subject line".
Explanation:
a. The computation of the economic order quantity is shown below:
= 1,580 units
The carrying cost is
= $50 × 10%
= $5
b. The number of orders would be equal to
= Annual demand ÷ economic order quantity
= 15,600 ÷ 1,580
= 9.87 orders
Ordering cost = Number of orders × setup cost per order
= 9.87 orders × $400
= $3,949.37
c. The average inventory would equal to
= Economic order quantity ÷ 2
= 1,580 units ÷ 2
= 790 units
Carrying cost = average inventory × carrying cost per unit
= 790 units × $5
= $3,950
c. Now the total cost
= Setup cost + carrying cost
= $3,949.37 + $3,950
= $7,899.37
