Answer:
The correct answer for Which of the following describe the cohesion of workers in a given unit or department, to their commitment to their individual goals and to their coworkers even in the face of adversity, and to the pride that one feels by being a member of the organization is Esprit De Corp
Step-by-step explanation:
Esprit De Corp is a french word that is translated to mean "group spirit".
It became a popular phrase in management when Henri Fayol added it to his fourteen principles of management concept.
Henri Fayol was a had a successful career in a mining company between the end of the 19th century until the early 20th century.
From his experience from a junior staff all the way to the Managing Director, he coined Esprit De Corp as a Principle.
"The principle states that an organization must make every effort to maintain group cohesion in the organization. It notes that dividing your competition is a clever tactic, but dividing your own team is a serious error".
Esprit De Corp fosters the cohesion of workers in their departments and engenders the commitment to achieve set goals and support for colleagues even in the face of adversity thereby breeding a kindred spirit.
Answer:
Triangles ABC and DEF have the following characteristics :B and E are right angles A=D, BC=EF which congruence theorem can be used to prove ABC =DEF
Answer:
3xy^4+y-2/x
Step-by-step explanation:
12x^3y^4 + 4x^2y -8x
-----------------------------------
4x^2
We can break this fraction into pieces
12x^3y^4 4x^2y 8x
-------------- + --------- - ------------
4x^2 4x^2 4x^2
Taking the first piece
12/4 =3
x^3/x^2 =x
y^4/1 =y^4
3xy^4
Taking the second fractions
4/4=1
x^2/x^2 =1
y=y
y
Taking the third fraction
8/4=2
x/x^2 = 1/x
2/x
Adding them back together
3xy^4+y-2/x
Answer:
500 flags each
Step-by-step explanation:
If 40 schools receive 250 each, then in total, that's 10,000
25,000 - 10,000 = 15,000. There are 30 schools remaining, so we divide. 15,000 / 30 = 500, so...
40 schools get 250 flags each, and the other 30 schools get 500 flags each.
