Answer:
$3,515
Explanation:
The computation of the catering supplies is shown below:
= Catering supplies per month + per job cost × expected number of jobs + per meal cost × expected number of meals
= $350 + $89 × 21 jobs + $9 × 144 meals
= $350 + $1,869 + $1,296
= $3,515
Since the question is asking for planning budget so we considered the expected units in terms of jobs and meals
Answer:
No
Explanation:
A licensing agreement is a partnership between an intellectual property rights owner (licensor) and another who is authorized to use such rights (licensee) in exchange for an agreed payment (fee or royalty).
Molly cannot simply pick up where she left off because two years after the license expires, all license rights lapse. Molly must re-qualify through the examination process before being licensed in real estate once again.
Answer:
c) AICPA accounting and auditing guide, Audits of Colleges and Universities and/or AICPA SOP 74-8, Financial Accounting and Financial Reporting by Colleges and Universities.
Explanation:
As accounting and auditing guide which is issued by AICPA for health care 3 gives full guidance on how to deal with financial reporting issues for the hospital so the accountant would look into it for any problem related to it.
Answer:
Rational Motive
Explanation:
A rational motive is the willingness to make an action based on logical and rational criteria
Answer: (b) -3.08
Explanation:
The relationship between the demand(q), price per unit product(p) and the disposable income,yd is given by the expression below;
q= 20ln(7yd-2p).
From the expression above, the marginal demand,
∂ q/∂ p is the differential of the equation of relationship between the demand, price and disposable income.
This involves considering the demand,q as the dependent variable and the price per unit product,p as the independent variable and the disposable income,yd is considered constant.
Therefore ,
∂ q/∂ p= (-40)÷(7yd-2p)
By substitution of
yd =$3000÷1000= $3
and p= $4
∂ q/∂ p= (-40)÷((7×$3)-(2×$4))
∂ q/∂ p= -40÷13= 3.08
Please see the attachment for knowledge on how ∂ q/∂ p was obtained.
