Project managers should try to limit and decrease the size of teams or subteams to avoid making communications too complex.
<h3>How do project managers manage communication in the workplace?</h3>
Successful project managers communicate through a variety of channels using both formal and informal means. This increases the likelihood that messages will be received. To lessen the likelihood of a communication breakdown, use straightforward language, stay on topic, keep messages brief, and provide all the information in one location.
6 effective methods for project team communication
1. Gather frequently. Hold regular team meetings to discuss strategies. ...
2. Be welcoming. ...
3. Be frank, precise, and succinct. ...
4. Display some decency. ...
5. Realize that you might not always be right. ...
6. Utilize online teamwork tools.
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Answer:
a. Qx =9, Qy=9
Explanation:
As per the given data
Q = QX = QY
MRX = 150 - 6QX = 150 - 6Q
MRY = 30 - 4QY = 30 - 4Q
MC = 10Q
Now calculate the Marginal revenue as follow
MR = MRX + MRY
MR = 150 - 6Q + 30 - 4Q
MR = 150 + 30 - 6Q - 4Q
MR = 180 - 10Q
The Equilibrium of the producer will be
MR = MC
180 - 10Q = 10Q
180 = 10Q + 10Q
180 = 20Q
Q = 180 / 20
Q = 9
As we know
Q = Qx = QY
Hence, the value of Qx and QY is 9
Answer:
The company was rated 5 stars more by Men
Explanation:
Given that
General population = 67/350
Men = 40/175
In checking the percentage ratio, we have
a. General population
= (67/350) × 100
= 19.14%
b. Men population
= (40/175) × 100
= 22.85%
Thus, seeing that 22.85% > 19.14%, therefore, company was rated 5 stars more among the men population.
<h2>Length = 4cm breadth = 17cm</h2>
Explanation:
Given P = 42 cm and Area = 68cm^2
<em>So we apply the above values to its formula to find length and breadth</em>
P = 2L + 2w = 42cm
L + w = 21cm (dividing the above statement by 2)
(21-w)w = 68cm^2
w^2 - 21w + 68 = 0 (moving variables and framing equations)
(w - 17)(w-4) = 0 , w = 4cm,17cm (calculating the values by using the equation)
Rectangle is 4cm by 17cm
Answer:
B.
Explanation:
If the price of a good or service is higher than its opportunity cost (what producers sacrify when they produce the good), the producers are having positive benefits. Economic benefits are measure by the sum of total income minus the sum of total expenses. In this case, producer’s income is price and producer’s expense is the opportunity cost. In a perfect competitive market, there is complete information and no barriers to entry, so if people notice that producers are having positive benefits, they will like to enter to the market. In the long-run there would be more firms than before and for instance total supply will increase.