Answer:
because the health quarter 2 module 1 nation during adolescence deped department of education
Answer:
Radar's additional income for accepting the order is calculated as follows:
Sales - 320 x $460 = $147,200
less Cost of Sales = 320 x $180 + $48,000 = $105,600
Additional Income = $41,600
Explanation:
The additional income of $41,600 is $147,200 - $105,600, which is the result of deducting cost of sales from Sales.
The cost of sales includes the variable cost per bike, including the incremental fixed costs ($48,000) to make this order.
To make a decision whether to accept an order or not, the company needs to consider all variable costs, including the incremental fixed costs. The resulting additional income is what is available to offset the fixed costs.
Answer:
b. $90,000 with a $10,000 loss carryover
Explanation:
Given that
Active business income = $90,000
From Activity A, the income earns = $20,000
From Activity B, the loss incurs = $30,000
So by considering the above information, the Adjusted gross income should be
The $90,000 should be recorded
Plus, the $10,000 loss should also be carryover
The $10,000 loss is come from
= $20,000 - $30,000
= -$10,000
Answer:
2.8%
Explanation:
The formula to calculate value of a perpetuity is as follow:
V = Annuity payment in year 1 / (r-g)
V: Value of the perpetuity
r: Discount rate
g: Growth rate (missing value)
By inputting numbers into the formula, we have:
6225.81 = 386 / (0.09 - g)
--> g = 2.8%
Answer:
Risk free interest rate is 5%
Y is 15.5% at a Beta of 1.5
X is 0.29 when Y is 7%
Explanation:
Risk free interest is 0.05 which 5% as given in the equation
The average expected return is given by Y
Y=0.05+0.07X
Since Beta is the same as X, when equals 1.5,Y is calculated thus
Y=0.05+0.07(1.5)
Y=0.05+0.105
Y=0.155
Y=15.5%
The value of Beta at an average return of 7% is computed thus:
7%=0.05+0.07X
where X is the unknown
0.07=0.05+0.07X
0.07-0.05=0.07X
0.02=0.07X
X=0.02/0.07
X=0.29
The scenario illustrates that the Beta, which is the risk of investment and the Y , the expected average return are positively correlated.
