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Naya [18.7K]
3 years ago
13

During which of the following Project Schedule Management processes does the team estimate the number of work periods that will

be required to complete a schedule activity, usually expressed as workdays or workweeks? ​ a. Define activities b. Sequence activities c. Develop schedule d. Estimate activity durations
Business
2 answers:
allsm [11]3 years ago
7 0

Answer:

Option d. Estimate activity durations

Explanation:

Estimate Activity Durations can be define as the process of estimating the total amount of work that will be needed to finish an individual activities which is estimated with the resources that is available. One of the main benefit of this method is that it gives an estimated number of time every activity will take to so that activity will be completed, which is a major input into the Develop Schedule process. From the case in this question, we can see that the management did an estimate of periods needed for the to complete a schedule given to them, they did an estimate activity duration to be able to determine this.

Lapatulllka [165]3 years ago
5 0

Answer:

d. Estimate activity durations

Explanation:

Based on the scenario being described within the question it can be said that this is done during the management process known as Estimate activity duration. Like mentioned in the question this is the process of generating an estimate of the number of work time needed to complete specific individual activities with a given number of available resources.

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Assume that the standard cost to make one finished unit includes 2 hour of direct labor at $8 per hour. During April, 22,000 dir
ruslelena [56]

Answer:

the labor rate variance is $16,000 unfavorable

Explanation:

The computation of the labor rate variance is shown below:

As we know that

Labour Rate Variance = ( Actual Rate - Standard Rate) ×Actual Hours Worked

= ($160,000 ÷ 22,000 direct labor hours - $8) × 22000  direct labor hours

= ($7.27 - $8) × 22000  direct labor hours

= $16,000 Unfavorable

hence, the labor rate variance is $16,000 unfavorable

We simply applied the above formula so that the correct value could come

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5 0
3 years ago
Maturity Dates of Notes Receivable Determine the maturity date and compute the interest for each of the following notes: (Use 36
snow_tiger [21]

Answer:  

  1.   <u>Maturity Date </u><u>December 3      </u> <u>Interest</u><u>      $160 </u>
  2. <u>  </u><u>Maturity Date </u><u>June 9        </u><u> Interest</u><u>               $98 </u>
  3. <u>  </u><u>Maturity Date </u><u>December 4       </u><u> Interest</u><u>       $281.25 </u>
  4. <u>    </u><u>Maturity Date </u><u>September 4         </u> <em>Interest</em><u>     $82.50 </u>
  5. <u>   </u><u>Maturity Date </u><u> November 29         </u><u> Interest</u><u>     $168.75</u>

Explanation:

Working

Principal of the Note * Annual Interest Rate * Time= Interest

  1.   $6,000  * 8  * 120 days/360  =        $160
  2.   $16,800 *  7  * 30 days/360  =       $98
  3.    $25,000 * 9 *    45 days/360 =           $281.25
  4.    $4,500 *   11   *    60 days/360 =             $82.50
  5.     $9,000  *   9    *      75 days /360 =   $168.75

Date of Note         Principal Interest Rate (%) Term Maturity Rate Interest ($)

August 5                $6,000           8                           120 days           $160

<u>Maturity Date </u><u>December 3      </u> <u>Interest</u><u>      $160 </u>

May 10                     $16,800            7                        30 days               $98

<u>Maturity Date </u><u>June 9        </u><u> Interest</u><u>               $98 </u>

October 20              $25,000          9                            45 days           $281.25

<u>Maturity Date </u><u>December 4       </u><u> Interest</u><u>       $281.25 </u>

July 6                          $4,500            11                        60 days             $82.50

<u>Maturity Date </u><u>September 4         </u> <em>Interest</em><u>     $82.50 </u>

September 15              $9,000            9                            75 days        $168.75

<u>Maturity Date </u><u> November 29         </u><u> Interest</u><u>     $168.75</u>

Maturity Date Computation=

Days In August =                                31

Minus the date of Note =                   <u> 5</u>

Days Remaining in August                26

Add Days in September                    30

Add Days in October                         31

Add Days in November                      30

<u>Maturity Date of Dec 3                         3</u>

<u>Period of the note in days                  120 days </u>

<u></u>

Days In May =                                    31

Minus the date of Note =                  <u> 10</u>

Days Remaining in May                      21

<u>Maturity Date of June 9                       9</u>

<u>Period of the note in days                  30 days </u>

<u></u>

<u></u>

Days In October =                               31

Minus the date of Note =                   <u> 20</u>

Days Remaining in October               11

Add Days in November                    30

<u>Maturity Date of Dec 4                        4</u>

<u>Period of the note in days                45 days </u>

<u></u>

Days In July     =                                31

Minus the date of Note =                   <u> 6</u>

Days Remaining in July                     25

Add Days in August                           31

<u>Maturity Date of Sept 4                      4</u>

<u>Period of the note in days                  60 days </u>

<u></u>

Days In September =                         30

Minus the date of Note =                   <u> 15</u>

Days Remaining in September          15

Add Days in October                           31

<u>Maturity Date of  Nov 29                   29</u>

<u>Period of the note in days                 75 days </u>

<u></u>

<u></u>

6 0
3 years ago
carl's television stopped working just before the big game and he did not have enough money to purchase another television. he k
mihalych1998 [28]

Carl's Television Assume that there are no cases that have interpreted the statute and no statutory definitions that apply.We know 18 televisions sets contains 3 defective.

sets => 15 TV sets are ok.So the total number of possible ways for the hotel to buy = C = 43758

At least one of the defective sets, SO we need to find the probability for 1 defective sets, 2 defective sets and 3 defective sets.1. The number of ways the hotel purchases 8 of these televisions sets but have 1 defective one:P() = C * C =6435*3 = 19305

2. The number of ways the hotel purchases 8

of these televisions sets but have 2 defective

one:P(2) = C C = 5005*3= 15015

3. The number of ways the hotel purchases 8

of these televisions sets but have 3 defective

one:P(3) = C5 *=3003*1 = 3003

So the probability that the hotel receives at least

one of the defective sets =(P() + P(2) + P(3) ) /P= (19305 +15015 +3003 ) /43785*100% = 85.29%.

The number of ways the hotel can receive at

least one defective set in a purchase of 8 sets is

calculated using the combination.

To know more about Carl's Television visit:

brainly.com/question/14976957

#SPJ4

7 0
2 years ago
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