Answer:
Bad Debt A/c Dr $9,000
To Credit Allowance for Bad & Doubtful A/c $9,000
Explanation:
According to the scenario, the journal entry are given below:
Journal Entry:
Bad Debt A/c Dr $9,000
To Credit Allowance for Bad & Doubtful A/c $9,000
(Being the Bad debt A/c is recorded)
The computation for bad debts are given below:
Bad debts = Uncollectible Amount - Credit balance in Allowance for doubtful A/c
Where,
Uncollectible Amount = $12,000
Credit balance in Allowance for doubtful A/c = $3,000
By putting the value we get,
= $12,000 - $3,000
= $9,000
Answer:
Equivalent units of production= 746,000 units
Explanation:
Giving the following information:
Units completed 620,000 100%
Ending Work in Process 180,000 70%
<u>The weighted average method blends the costs and units of the previous period with the costs and units of the current period.</u>
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Units completed in the period + Equivalent units in ending inventory WIP (units*%completion) = Equivalent units of production
Equivalent units of production= 620,000 + (180,000*0.7)
Equivalent units of production= 746,000 units
Answer:
$5,500 USD
Explanation:
Since traditional Roth IRA accounts cannot be owned jointly, then both individuals must have their own account. That being said they can still contribute to each other's Roth IRA accounts on behalf of their spouse. You can contribute a total of 100% of your earned income up to a limit of $5,500 USD. Pensions are not allowed as contributions. Individual's over the age of 50 have a limit of $6,500
<span>Budgeting ...Accounting. ...Marketing. ...Sales. ...Hiring Employees. ...Customer Service. Maybe!</span>
Answer:
The expected return=17.78 percent
Explanation:
Step 1: Determine risk free rate, beta and market risk premium
risk free rate=4.5%
beta=1.28
market risk premium/return on market=12%
Step 2: Express the formula for expected return
The expected return can be expressed as follows;
ER=RFR+(B×EMR)
where;
ER-expected return
RFR=risk free rate
B=beta
EMR=expected market return
replacing with the values in step 1;
ER=(4.5)+(1.28×12)
ER=4.5+13.28
ER=17.78
The expected return=17.78 percent
