Answer:
the total deductions on their schedule Cs for special clothing and uniforms is <u>$750</u>
Explanation:
Now you have to know that Brandy's jeans and her laundry cannot be deductible. if her shirt is to be deductible,then it should have the id of the company on it. But we are told that they are just regular work wears.
the calculations are as follows:-
cooper's uniform through the year = $395
cooper's laundry = $175
cooper's altering allowances = $65
Brandy's safety glasses and shoes when working = $115
summing these up
395 + 175 + 65 + 115
= $750
the total deductions on schedule Cs is $750
<u>note:</u>
<u>note:the second question you posted is the same as the first. so the answer is the same</u>
One thing for sure is it’s going to slope down soon
Answer:
Interest rate = 4%
Explanation:
Given:
Face value of bond = $5,000
Annual coupon payment = $200
Interest rate = ?
Computation of interest rate on bond:
Interest rate = (Annual coupon payment / Face value of bond ) × 100
Interest rate = ($200 / $5,000) × 100
Interest rate = (0.04) × 100
Interest rate = 4%
Therefore, annual interest rate on bond is 4%
The price that should be charge for a midsized automobile if you expect to maintain your record sales is $15,230.77.
Using this formula
Midsized automobile price = Marginal Cost (3×Elasticity) / 1 + (3 × Elasticity)
Let plug in the formula
Midsized automobile price = $11,000 (3× -1.2) / 1 + (3× -1.2)
Midsized automobile price = $14,000 × -4.8/ -3.8
Midsized automobile price = $14,000 × 1.384615
Midsized automobile price = $15,230.765
Midsized automobile price =$15,230.77 (Approximately)
Inconclusion the price that should be charge for a midsized automobile if you expect to maintain your record sales is $15,230.77.
Learn more here:brainly.com/question/16991499
Answer:
Price of bond= $1,185.72
Explanation:
<em>The price of a bond is the present value (PV) of the future cash inflows expected from the bond discounted using the yield to maturity.
</em>
These cash flows include interest payment and redemption value
The price of the bond can be calculated as follows:
Step 1
PV of interest payment
annual coupon rate = 7.1%
Annual Interest payment =( 7.1%×$1000)= $71
Annual yield = = 5.5%
PV of interest payment
= A ×(1- (1+r)^(-n))/r
A- interest payment, r- yield - 5.5%, n- no of periods -19 periods
= 71× (1-(1.055)^(-19))/0.055)
= 71× 11.60765352
= 824.143
Step 2
PV of redemption value (RV)
PV = RV × (1+r)^(-n)
RV - redemption value- $1000, n- 19, r- 5.5%
= 1,000 × (1+0.055)^(-19)
= 361.579
Step 3
Price of bond = PV of interest payment + PV of RV
$824.143 + $361.579
Price of bond= $1,185.72
