Specialisation is when individuals focus on perfecting a limited range of tasks so as to become experts in that particular field
Solution :
Annual payment = 
1. The rate of interest annually = 12%
Present value 

= $ 18,023.90
2. The rate of interest annually = 12%
Present value 

= $ 20,186.75
3. The rate of interest annually = 12%
The rate of interest quarterly = 3%
Present value =



Answer:
It will take 30.10 year
Explanation:
We have given initial investment $500000
Future value = $ 1 million = $1000000
Rate of interest r = 1.79 %
We have to find the time taken to reach the amount $1000000
We know that future value is equal to 


Taking log both side

n×0.0077 = 0.3010
n = 39.09 year
Now in second case rate of interest
r = 2.34 %
So 


taking log both side
log 2 = n log 1.0234
n×0.01 = 0.3010
n = 30.10 year
A plot in
Cartesian axes.
This kind
of graph has two exes: x (horizontal) and y (vertical). X represents the
independent variable, in this case: time. Y represents the dependent variable,
which is the one that is changing over time.
For example,
you can make this graph with temperature along the year. You will usually have
higher temperatures in summer, which will be represented in the upper part of
the graph, and lower temperatures in winter, which will be represented in the
bottom part of the graph. January will be on the left and December will be on
the right.
Answer:
The correct answer is letter "A": in both statements I and II.
Explanation:
(I) According to the demand law, <em>if the price of tea increases the quantity demanded of tea will decrease</em>. If the price of tea decreases, the quantity demanded of tea will increase. Quantity demanded and the price has an inversely proportional relationship in the demand law.
(II) When talking about complementary goods like tea and sugar, <em>if the price of tea increases will result in a negative movement along the demand curve of tea and will cause the demand curve of sugar to move inwards. In such a scenario, the demand for each good will be reduced.</em>