Answer: both sides of the accounting equation must be affected when recording a transaction using the double-entry system
Explanation:
The double entry principle states that for every financial transaction that takes place, there will be an opposite and equal effects in two different accounts at least. It simply implies that there for every transactions that happens, there are two entries which are the credit entry and the debit entry.
In a double entry principle, the addition of all the debits to the accounts must be thesame as the addition of all credits.
Option A which states that both sides of the accounting equation must be affected when recording a transaction using the double-entry system isn't correct. Both side of the accounting equation aren't affected.
Answer:
11.07%
Explanation:
The formula to compute WACC is shown below:
= Weightage of debt × cost of debt × ( 1- tax rate) + (Weightage of common stock) × (cost of common stock)
= (0.25 × 8%) × ( 1 - 34%) + (0.75 × 13%)
= 1.32% + 9.75%
= 11.07%
We simply multiply the weighatge with its capital structure so that the correct weightage cost of capital can come.
Answer:
omg what is this I can't understand sorry
Answer:
Explanation:
Situation Type Logic
During the audit, a customer with a large A/R balance at year end declares bankruptcy Type 1 Facts were available on balance sheet date
a lawsuit…...thereafter Type 1 Facts were available on balance sheet date
A flood damages….after year end Type 2 Facts were not available on balance sheet date
Conditions that….after the balance sheet date Type 2 Facts were not available on balance sheet date
Additional evidence….balance sheet date Type 1 Facts were available on balance sheet date
Answer:
1 m/s2
Explanation:
The force on a body ( which is a pull or push) is given by the formula
F = Ma
where F is the force, a is the acceleration and M the mass of the body
Therefore, given that the same force is applied to both bodies,
0.058 × 10 = 0.58 × a
a = 0.058 × 10/0.58
a = 1 m/s2
The acceleration of the basketball will be 1 m/s2.
