<span>The correct option is A. One of the disadvantages of satellite usage is the cluttering of the earth orbital with hazardous debris. Satellite usage has some other disadvantages, these include: high cost, unreliable signal, propagation delay and repair. It is extremely difficult to repair a damaged satellite.</span>
Answer:
I can put a call through to the organisers of the trip explaining that I have cash but it's not within reach and that if they reserved the spot for me, they'd get the money as soon as I can access it. Given that I am a valuable member of the student store staff, that reputation should count in times like this.
To borrow money from the cashbox would be a huge ethical risk and can easily be termed mismanagement of funds especially where the store policy does not allow such.
My value in the store lies largely on my integrity and the trust they students have invested in my person.
I'd rather miss the road trip than make a regrettable unethical decision.
Cheers!
Answer and Explanation:
The rule of 72 refers the time period in which your investment which you invest should be doubled
So based on the rule of 72, the computation is shown below:
1. doubling time for France per capita real GDP is
= Rule of 72 ÷ rate
= 72 ÷ 1.9
= 37.89 years
2. Doubling time for Korea per capita real GDP is
= Rule of 72 ÷ rate
= 72 ÷ 4.2
= 17.14 years
3. France per capita real GDP in year 2045 is
= Per capita read GDP × (1 + growth rate)^time period
= $28,900 × 1.019^42
= $63,710.88
4. Korea per capita real GDP in year 2045 is
= Per capita read GDP × (1 + growth rate)^time period
= $12,700 × 1.042^42
= $71,490.43
The time period 42 comes from
= 2045 - 2003
= 42 years
Answer:
$1, 727.68
Explanation:
Cheryl wants to have $2000 three years from now in an account that pays 5%
The $2000 is equivalent to the Future value when applying the compound interest formula. The present value is the amount she needs to invest now.
Fv= PV (1+5/100)^3
$2000 = PV(1+0.05)^3
$2000 =Pv 1.157625
Pv = $2000/1.157625
Pv= 1,727.68
Cheryl has to invest $1, 727.68
