Answer:
B. Subscribers cancelling their subscriptions
Explanation:
Central Times’s business environment had suffered tremendousy in recent times with transition from newspaper publication to online journalism. As a result of this, Time's publishing company has faced many problems some of which are highlighted below: many of the newspaper subscribers have cancelled their subscription, they were losing revenue, they had to relief a third of their reporting staff primarily. However, amidst all these, <u>the primary cause of disruption to Central Times’s business environment is option B</u> (Subscribers cancelling their subscriptions). It was this problem that led to the other problems (loss of revenue, firing a third of their reporting staffs)
Answer:
Vo = <u>C1 </u> + <u>C2 + V2</u>
1 + k (1 + K)2
Vo = <u>$129,600 </u> + <u>$129,600 + $3,200,000</u>
1 + 0.14 (1 + 0.14)2
Vo = $113,684.21 + $2,562,019.08
Vo = $2,675,703.29
The correct answer is C
Explanation:
The current value of the business equals cashflow in year 1 divided by 1 + K plus the aggregate of cashflow and sales value in year 2 divided by 1 + k raised to power 2.
<span>An increase in the marginal income tax rate is likely to decrease the quantity of labor supplied. because the increase in the tax automatically reduces the profit of the firm. the management will always try to compensate their loss by taking necessary reforms or measures. the first and simplest method to reduce the loss is to cut down the expense by reducing the labour involved.</span>
Answer and Explanation:
The computation of the equivalent units of production for both materials and conversion costs is given below:
For material
= Units completed + ending work in process × completion percentage
= 7,700 + 2,100 × 0.75
= 9,275 units
And, for conversion cost
= Units completed + ending work in process × completion percentage
= 7,700 + 2,100 × 0.25
= 8,225 units
Answer:
The appropriate response is "12.47%".
Explanation:
The given values are:
Borrowed amount,
= 152300
APR,
= 11.75%
i.e.,
= 0.1175
Now,
The effective annual rate will be:
= 
On substituting the given values, we get
= 
= 
= 
= 
