Answer:
$470,425
Explanation:
The computation of the amount reported as bond payable is shown below:
<u>Particulars Interest at 4.5% Interest at 5% Amortized UnAmortized CV</u>
<u> discount discount </u>
Starting value $30,500 $469,500
($500,000 - $469,500)
June 30 $22,500 $23,475 $975 $29,525 $470,425
($500,000 × 4.5%) ($469500 × 5%)
The six months rate would be the half of the rates given in the question
Defined the answer multiplied $80,000 by 20, once you get that answer multiply that by 0 5.25, then whatever you get is the answer. You're welcome, tea sis, shook, can't relate, be smarter
Answer:
fixed cost = 11.026,6
Explanation:
we will use the High-Low method to sovle for variable and fixed component of utilities:
We subtract the high form the low
![\left[\begin{array}{ccc}High&2710&34712\\Low&2200&30255\\Diference&510&4457\\\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bccc%7DHigh%262710%2634712%5C%5CLow%262200%2630255%5C%5CDiference%26510%264457%5C%5C%5Cend%7Barray%7D%5Cright%5D)
510 hours generates 4,457 cost in utilities.
so variable cost:
4,457 / 210 = 8.74
Then we solve for fixed cost:
total cost = variable cost x Q + fixed cost
34,712 = 8.74(2,710) + fixed cost
fixed cost = 11.026,6
Answer:
3 salads, 6 vegetarian burgers
Explanation:
Data provided in the question:
Weekly food budget = $36
Cost of salad, Cs = $6
Cost of vegetable burger, Cv = $3
Now,
Let the number of salads be 'S'
and, the number of vegetable burgers be 'V'
thus,
S × Cs + V × Cv = $36
or
S × $6 + V × $3 = $36 ............(1)
also,
2 salads and 4 vegetarian burgers will give her a utility of 8
i.e U(2, 4 ) = 8
or
U( S, V ) = SV
Now,
From optimal marginal utility condition
Marginal rate of substitution = 
or

or
V = 2S ..........(2)
substituting the above value in 1
S × $6 + 2S × $3 = $36
or
6S + 6S = 36
or
12S = 36
or
S = 3
substituting S in (2)
V = 2(3)
or
V = 6
Hence,
3 salads, 6 vegetarian burgers