Answer: $0
Explanation:
From the question, we are informed that Nick and Katelyn paid $1,600 and $2,100 in qualifying expenses for their two daughters, Nicole and Naomi, respectively, to attend the University of Nevada and that Nicole is a sophomore and Naomi is a freshman.
We are further told that Nick and Katelyn's AGI is $202,000. Based on the above scenario, their allowable American opportunity tax credit will be $0. This is because when AGI is more than $180,000 for such taxpayers, the credit is being phased out.
Answer:
Tv = 1772
Remote = 144
Installation = 144
Explanation:
To calculate stand-alone selling price we need to calculate the percentage of Fair market value first and then allocate the Entire package price in the products according to the percentage of fair market value.
Percentage of the fair market value of each product
Product Fair Value Percentage
TV $1830 86%
Remote $140 7%
Installation $140 7%
Total $2,110 100%
Stand-alone selling price
Product % of fair market value Stand-alone selling price
TV 86% 1772
Remote 7% 144
Installation 7% 144
Total 100% 2,060
Answer:
B. $1,500 F
Explanation:
Flexible Planning Activity
Budget Budget Variance
Customer served (q) 17 20
Travel expense ($500q) $8,500 $10,000 $1,500 (Favorable)
Workings
<u>Travel Expense </u>at 500q
Flexible budget = 500 * (17) = $8,500
Planning budget = 500 * (20) = $10,000
Answer:
B, 195750
Explanation:
Let's first figure out the manufacturing overhead per direct labor hour
175500/13000= 13.5
So we allocate 13.5 in manufacturing overhead per direct labor hour
Let's the mulitply this by the number of actual direct labor hours
14500*13.5=195750
Answer: $51,400
Explanation:
Credits to Accounts Receivable represent a reduction in the Accounts receivable amount.
The formula for Closing balance is:
Closing balance = Opening balance + Credit sales - Credits to accounts receivable
Making Credit sales the subject will make the formula:
Credit sales = Credits to account receivable + Closing balance - opening balance
= 56,800 + 17,000 - 22,400
= $51,400
