Maturity Value = Principal x ( 1 + Rate x Time )
Here is:
Principal = $90,000
Rate = 6% = .06
Time = 120 / 360
Maturity value = $90,000 x ( 1 + .06 x 120/360 ) =
= $90,000 x ( 1 + .02 ) =
= $90,000 x 1.02 = $91,800
Answer: c. $91,800
Answer:
9.6845%
Explanation:
Market risk premium = Market return - Risk free rate
7.3 = 11.2 - Risk free rate
Risk free rate = 3.9%
(1) Use CAPM:
Cost of equity = Risk free rate + Beta × Market risk premium
= 3.9% + 1.06(7.3)
= 11.638%
(2) Use DDM
:
Stock price = [Latest dividend × (1 + dividend growth rate)] ÷ (Cost of equity-dividend growth rate)
$17 = [0.92 (1 + 0.022)] ÷ (Cost of equity - 0.022)
Cost of equity = 7.731%
Cost of equity = average value from using DDM and CAPM
Cost of equity = 0.5 (7.731 + 11.638)
= 9.6845%
Answer:
III. I, II, III, and IV.
- I. It is part of the double-entry procedure that keeps the accounting equation in balance.
- II. It represents a decrease to assets.
- III. It represents an increase to liabilities.
- IV. It is on the right side of a T-account.
Explanation:
The debit-credit balance is necessary for maintaining the accounting equation in balance, i.e. all the debits must have a corresponding credit.
Asset accounts increase when they are debited and decrease when they are credited.
Liabilities accounts decrease when they are debited and increase when they are credited.
Debits are on the left side of a t-account and credits are on the right side.
Organizations typically rely on fixed interval and fixed ratio schedules, such as hourly wages and annual reviews and raises. A fixed interval schedule is when an employer gives an employee a raise or reward after a set amount of time has passed. A fixed ratio schedule is when there is a reinforcement after a certain number of responses has happened.
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