Answer: True
Explanation:
This statement is true. Dan Pink argued that when it came to creative businesses, it would be best to use intrinsic as opposed to extrinsic rewards to encourage employees as extrinsic rewards such as money could constrain creativity.
Intrinsic rewards are those that are psychologically rewarding such as giving employees tasks that are fulfilling and make them feel part of the team as well as positive feedback from employers.
Answer:
36 years 4 months and 2 days
Explanation:
Data provided in the question:
Monthly payment = $300
Rate of return, i = 9% = 0.09
Future value = $1,000,000
Now,
we know
Future value = Monthly payments × ![\left[ \frac{(1+i)^{n}-1}{i} \right]](https://tex.z-dn.net/?f=%5Cleft%5B%20%5Cfrac%7B%281%2Bi%29%5E%7Bn%7D-1%7D%7Bi%7D%20%5Cright%5D)
or
1000000 = $300 ×
or


or
1.0075ⁿ - 1 = 25
or
1.0075ⁿ = 26
ln( 1.0075ⁿ) = ln(26)
or
n × ln( 1.0075 ) = ln(26)
or
n = [tex]\frac{ \ln (26) }{ \ln( 1.0075 ) }[tex]
or
n = 436.04 months
or
n = 36 years 4 months and 2 days
A simple discount note results in i<span>nterest that are deducted in advance, this can just be simply called a discount. </span><span> It is usually being confused with markdown. </span><span>Discount is a deduction in the price of a product base on the purchase of the customer while markdown is a reduction of price based on inability to be sold. </span>
Answer:
The correct answer is B. The decrease in price causes the quantity demanded in this market to increase by 6 packs.
Explanation:
quantity demanded in this market @ $2= 3+2+1=6
quantity demanded in this market @$1.50 =4+5+3 =12
Net increase in quantity demanded is 12-6 = 6
Answer:
The option E is correct
Explanation:
Solution
Given that:
The output manufactured to Q = 5Lk
Where L= Labor quantity
k=Capital quantity
The price of K= $12
The price of L =$6
Now,
We find the combination of both K and L that will produce 4,000 units of output.
MPL/MPK is defined as the cost minimizing combination = w/r
Thus,
MPL/MPK = D(Q)/dl = 5k
same will be done for L,
MPL/MPK = D(Q)/dk = 5L
We divide 5K and 5L
So,
5k/5L =$6/$12
k/L = 1/2
Thus,
k =L/2
Now, when we substitute the value L = 2k in Q we have the following below:
Q = 5k * (2k)
Given that Q = 4000
So,
4000=10k2
4000=k2
we divide
k =20
L = 2k = 2820
= 40
Therefore, L =40, k = 20