Answer:
Explanation:
Total overhead 200400 =116800+83600
Divide by Total Direct labor hours 14117=3267+10850=(1089*3)+(2170*5)
Single plantwide overhead rate 200400/14117=14.19
Factory overhead allocated per unit of Dinks 70.98 =5*14.19
Answer:
The Check Number
Explanation:
The check number is the sequential numbering of the number of checks which the bank has issued to its customer, so that both the bank and the issuer can keep track of the checks. It is also helpful in recording of the checks in the books of accounts and in bank reconciliation to reconcile the bank balance as per the books of accounts with the balance as per the bank statement.
Answer:
The Cost that can be deducted will be $3,500
Explanation:
Bonus Depreciation=$35,000*50%=$17,500
Now cost deductible in 2018 will be=$17,500/5=$3,500
Currently 50% bonus depreciation being deducted on assets as per new rulings.
21 CFR 812 Investigational Device Exemptions would not include an inventory of investigational agents.
It is a tool that's the topic<span> of a clinical study to be </span>utilized in<span> order </span>to gather<span> safety and effectiveness </span>information needed<span> to support a pre-market approval (PMA) application or a pre-market notification.</span>
The value of a European call option on the stock with strike k=102k=102 is: 2.03529 and the amount of dollar to invest in the cash account is $28.694
<h3>European call option</h3>
Given:
R=1.02
S0 = 100
u=1/d= 1.05
Strike(k) = 102
First step
Upside Price = u × S0
Upside Price = 1.05 × 100
Upside Price = 105
Downside Price = S0/u
Downside Price= 100×1/1.05
Downside Price= 95.238
Upside Payoff = upside price - strike rate
Upside Payoff =(105 - 102)
Upside Payoff = 3
Second step
Upside probability=(r - q) / u - d
Upside probability=1.02- (1/1.05)÷ 1.05- (1/1.05)
Upside probability=0.0676190/0.0976190
Upside probability=0.692
Probability of downside = 1 - p(upside)
Probability of downside = 1 - 0.692
Probability of downside = 0.30731722
Third step
European call option=[0.692×3+0.30731722×0]×1/100
European call option=2.03529
Let B represent the Dollar to invest
105D -1.05B=3
95.238D-1.02B=0
Solving for B
B=$28.694
Therefore the value of a European call option on the stock with strike k=102k=102 is: 2.03529 and the amount of dollar to invest in the cash account is $28.694
Learn more about European call option here:brainly.com/question/16998902
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