Answer:
The correct option is C, rent on the restaurant building
Explanation:
The ingredients used in preparing food is variable cost as it varies with the number of plates of food prepared.
Hours worked by cooks determine how much they are paid since the longer they stay the higher the pay,hence it is a variable cost.
The rent on the restaurant building stay the same regardless of opening hours ,hence it is fixed not variable cost.
The energy costs varies with the number of opening hours, it is a variable cost.
The hours worked by servers determine how their take-home would be ,as a result it is a variable cost.
Answer:
1. $24,300
2. 12
3. the bond is trading at a discount.
4. $470,090.86
5. <u>Journal Entry</u>
Cash $470,090.86 (debit)
Bond Payable $470,090.86 (credit)
Explanation:
<u>1. seml-annual Interest payment</u>
Seml-annual Interest payment = ($540,000 × 9 %) ÷ 2
= $24,300
<u>2. Number of seml-annual Interest payment</u>
Number of seml-annual Interest payment = 6 years × 2
= 12
<u>3. Issue</u>
The annual market rate for the bonds (YTM) , 12% is greater than the coupon rate of the bond 9%.
The Price will be less than the par value and we say that the bond is trading at a discount.
<u>4. Computation of the Issue Price, PV</u>
PMT = $24,300
n = 12
YTM = 12 %
FV = $540,000
p/yr = 2
PV = ?
Using a Financial Calculator, the Issue Price, PV is $470,090.86
<u>5. Journal Entry</u>
Cash $470,090.86 (debit)
Bond Payable $470,090.86 (credit)
Answer:
Explanation:
Given:
Current value, C = $60000
Assessed value, A = 30 percent of its current value
= 30% × C
Equalisation factor, E = 1.25
The tax rate is $4 per $100 of assessed valuation.
Assessed value, A = 30/100 × 60000
= $18000
Total assessed valuation = assessed value × E
= $18000 × 1.25
= $22500
Tax rate of $4/$100 × assessed valuation
Tax amount = tax rate × assessed valuation
= ($4 × $22500)/$100
= $900
Answer: C. equal zero
Explanation:
The mean is average of the portfolio which means that some securities will be more than the mean and some will be less.
Some deviations will be positive, others will be negative.
When these deviations are added together, the negative deviations will cancel out the positive deviations which will lead to the average deviations being 0.
