The sector that lost more jobs due to technological change is the Banking sector.
Technological improvement entails the advancement of technology in carrying out business activities supposed to be performed by employees.
The increase in use of software technology means that industries and jobs that relies on employees effort will now rely on computers.
Therefore, the sector which lost more job due to the technological changes is the Banking sector because more software technology are now used, thus resulting to lay-off of bank workers.
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Answer:
There is a loss of 18,000
Explanation:
In this question, we are asked to calculate the amount of boot in this transaction.
We proceed as follows;
We must identify that to buy one asset, we exchanged one asset with another
Mathematically;
loss or gain = asset given up - Discount received in exchange
From the question we identify the following;
value of asset given up = 225,000 - 195,000 = 30,000
Discount received in exchange = 12,000
Thus, loss or gain is
= 30,000 - 12,000
So, there's a loss of 18,000
Answer: b. people face trade-offs
Explanation:
From the question, we are informed that Bullie Jean has $120 to spend and wants to buy cither a new amplifier for her guitar or a new mp3 player to listen to music while working out.
We are further informed that the amplifier and the mp3 player cost $120, each and so she can only buy one. This shows that people face trade offs and have to make a choice regarding some decisions. Here, an opportunity cost will be the one that she didn't buy at the expense of the other.
Answer:
6.67 years
Explanation:
The number of years for the firm to reach the desired value of $1.2 million can determined using the nper formula in excel as below:
=nper(rate,pmt,pv,-fv)
rate is the interest rate earns by the fund at 10% per year
pmt is the addition to the fund in each year which is $50,000
pv is the current amount in the fund which is $400,000
fv is the desired value of $1.2 million
=nper(10%,50000,400000,-1200000)= 6.67 years
It would take 6.67 years for the sinking fund to reach the desired value of $1,200,000