Answer:
Tbh idk the answer im soo sorry.
Explanation:
Answer:
12.93%
Explanation:
Given that the amount of 300 is invested for 3 years, while the amount of 100 is invested for 2 years and 100 is invested for 1 year.
also amount accumulated in three years = 800
Applying the formula to find the future value we get
300(1+r)^3 + 200(1+r)^2 + 100(1+r) = 800
which can be further simplified to
300r^3+1100r^2+1400r+600=800
where, r is the effective rate of interest which we have to find out
The above equation is cubic in r, so to solve this we can use equation solver. When we put this equation in equation solver we get
r = 0.12926
r ≅ 0.1293
Therefore, effective rate of interest = 12.93%
The statement that "<span>The prisoner's dilemma game illustrates rational decisions made by individuals which lead to a jointly efficient outcome" is false.
</span><span>The prisoner's dilemma is a standard example of a game analyzed in game theory
that shows why two completely "rational" individuals might not
cooperate, even if it appears that it is in their best interests to do
so.</span>
Answer:
The answer is 14.4%
Explanation:
Calculations as follows:
Total returns 1600*12*5=96,000
Plus the capital investment of 100,000
Total amount 100,000+96,000=196,000
196,000=100,000(1+r/100)∧5
196,000/100,000=(1+r/100)∧5
5√1.96=1+ r/100
5√1.96 -1= r/100
1.1440-1 = r/100
0.144= r/100
r = 14.4%
Answer:
The area of all floors=200,000π square foot
Explanation:
<em>Step 1: Determine the circumference of one floor</em>
Since the retail tower is circular in shape with a circumference of 200π, it means one floor has a perimeter of 200π.
The formula for the circumference of a circle is;
C=2πr
where;
C=circumference of the circle
π=pi
r=radius of the circular tower
In our case;
C=200π
r=unknown
replacing;
200π=2πr
r=200π/2π
r=100 feet
<em>Step 2: Determine the Area of one circular floor</em>
The area of a circle is given as;
A=πr^2
where;
r=100 feet
A=unknown
replacing;
A=π×100^2
A=10,000π square foot
The area of one floor=10,000π square foot
Area of all floors=area of one floor×number of floors
where;
area of one floor=10,000π square foot
number of floors=20
replacing;
Area of all floors=20×10,000=200,000π square foot
