Answer:
investment after 6 years = $129.80
Explanation:
given data
invested = $110
simple interest = 3%
period = 6 years
to find out
How much will his investment be worth after 6 years
solution
first we get here interest that is express as
interest = invested amount × rate × time ..................1
interest = $110 × 3% × 6
interest = $19.8
and
investment after 6 years = invested amount + interest .................2
investment after 6 years = $110 + $19.8
investment after 6 years = $129.80
Answer:
10.12%
Explanation:
The computation of the WACC is shown below:
= Cost of debt × (1 - tax rate) × weight of debt + cost of equity × weight of equity
= 6% × (1 - 0.21) × 0.35 ÷ 1.35 + 12% × 1 ÷ 1.35
= 1.23% + 8.89%
= 10.12%
We simply multiplied the capital structure with each of its weight so that the WACC could come and the same is to be considered
E p = m · g · h
E p ( book ) = 0.35 kg · 9.8 m/s² · 2 m = 6.86 J
E p ( picture frame ) = 6.86 J
( same gravitational potential energy as the book )
6.86 = 0.5 · 9.8 · h
6.86 = 4.9 h
h = 6.86 : 4.9
h = 1.4 m
Answer: ... to a height of 1.4 m.
Answer:
Value of S=$25000.
Explanation:
Value of P= $75000
Value of n= 5 years
Value of AOC= $36000+ $1500k (k=1 to 5)
Since the salvage value would be after 5 years=
S=($75000- $10000*5) = $75000- $50000= $25000.
Value of S=$25000.
Answer:
$1,140,000
Explanation:
AS AT December 2018, the market price ended at 30 USD Which is 10 USD above pre established price on the 114,000 SARs
thus compensation for the year ended 2018 will be 10 x 114,000
