Answer: 39%
Explanation:
From the question, we are informed that company earned $7,605 in net income for October and that its net sales for October were $19,500.
To calculate its profit margin, we have to divide the net income by the net sales. This will be:
= 7605/19500
= 0.39
= 39%
Answer:
$32,980
Explanation:
The computation of comprehensive income is shown below:-
Comprehensive income = Cash dividend + Unrealized holding gain
= $11,800 + $31,800
= $32,980
Comprehensive income includes net profit and other complete or compression profits.
Net revenue involves operating and non-operating income, net of expenses
. Other comprehensive profits consisted of unrealized gains or losses, cash flow hedges.
So in this question we considered the dividend and unrealized holding gain as an comprehensive income
Answer:
P=$40
Explanation:
We will apply constant dividend growth model that is =P = D1 / ( k-g )
P is the price of share ?
D1 is the current divided $2
k is the rate of return 9%
G is the constant growth 4%
P=2/(9%-4%)
P=$40
It can be assumed that $104 worth of Supplies have been used?
Answer:
Reversionary interest
Explanation:
If Larry Jones gifts land to a school district, but the deed states "for so long as the land is used for a school." Jones owns a reversionary interest.
A reversionary interest can be defined as a property law (deed) which states that when a property such as a land transfer is used on a clause; “for so long as” or “on condition that."
Hence, once the interest of the benefactor comes to an end, the property reverts back to its original owner (grantor). It also gives the grantor's next of kin, successor or heir the power or right to take the property back in the future if promises are broken or the agreement comes to an end.
This ultimately implies that, if a property stated in the deed is not used or used, for certain purposes.
<em>In this scenario, Larry owns a reversionary interest because he gifts a land to the school district, but in the deed he stated "for so long as the land is used for a school." </em>
