Set specific, challenging, and reachable goals for the team. In addition, goal setting is the procedure of classifying to some degree that a team want to achieve and founding quantifiable goals and timeframes. When the team decide on a technique change to win the game in which this is an example of goal setting.
If these are the missing choices:
A) short-term
B) risky
C) innovative
<span>D) expansionary
My answer is C. INNOVATIVE.
Innovative is defined as an adjective that may refer to a person who introduces new ideas that are original and creative. It may also refer to a product, service, or idea that features new methods or designs that help advance our technology unlike no other.
Since Bill's organization expected to derive a 50% profit from products that did not exist five years ago, it is safe to assume that Bill's organization was the one to innovate and launch the product. </span>
Answer:
a) 3X + 2Y = 36
b) X = 6 , Y = 9
c) 27
Explanation:
Individual consumes : X and Y
Spends : $36 per time period
unit cost : $3 per unit for X
$2 per unit for Y
utility function : U( X, Y ) = .5XY
<u>A) Budget equation mathematically</u>
X* Px + Y* Py = M
3X + 2Y = 36
Px and Py = unit cost for X and Y
M = Total spent ( revenue )
<u>b) Values of X and Y that will maximize utility </u>
Maximum utility ( MRS ) = Px / Py ,
MRS = MUx / MUy
= Y/X = 3/2
∴ 2Y = 3X
From BC : 6X = 36 ( X = 6 plug into mathematically equation above )
∴ X = 6 , hence Y = 9
<u>c) Total utility generated per unit of time </u>
U( X,Y ) = .5XY
= 0.5 * 6 * 9 = 27
Answer:
The company paid $278,031
Explanation:
Giving the following information:
A company bought a parcel of land twenty years ago. The land is currently worth $575,000. The yearly appreciation rate has been 3.7%.
<u>To calculate the past value of the land, we need to use the following formula:</u>
PV= FV/(1+i)^n
PV= present value (20 years ago)
n= 20
FV= 575,000
i= 0.037
PV= 575,000 / (1.037^20)
PV= $278,031
The probability of event B given that event A has already occurred is known as a CONDITIONAL PROBABILITY.
Conditional probability is written mathematically as: P[B/A], where P stands for probability.
Event A and B can be dependent or independent and this will have effect on the general formula of conditional probability, that is, the formula will change in form depending on the relationship between the two events.
