Answer:
Journal Entries are as follows.
Explanation:
1. Cash $25,000 (Debit)
Common Stock $ 25,000 (credit)
2. Wages $10,000 (debit)
Cash $10,000 (credit)
3. Land $ 50,000 (debit)
Common Stock $50,000 (credit)
4. Dividend Declared $ 1000 (debit)
Dividend Payable $ 1000 ( credit)
And
Dividend Payable $ 1000 ( debit)
Cash $ 1000 (credit)
5. Cash $ 3000 (debit)
Long Term Investment $ 3000 (credit)
6. Cash $ 20,000 (debit)
Sales $ 20,000 ( credit)
7. Inventory $2000 (debit)
Cash $ 2000 (credit)
8. Investment $ 6000 ( debit)
Cash $ 6000 (credit)
9. Bonds Payable $ 10,000 (debit)
Discount $ 1000 (credit) ( if there's any)
Common Stock $ 9,000 ( credit ) ( in case of discount)
10. Notes Payable $ 10,000 (debit)
Interest on Notes Payable $ 1,000 (debit) ( suppose there's interest of $ 1000 on $ 10,000 Notes Payable)
Cash $ 11,000 (credit)
Answer:
correct option is a. $1,700 over head applied
Explanation:
given data
overhead = $700,000
machine hours = 200,000
direct labor hours = 35,000
Feb, direct labor hours = 5,000
Feb, machine hours = 10,000
Feb, actual overhead = $98,300
solution
we know overhead rate that is
overhead rate = 
overhead rate = 
overhead rate = $20 per hours
and in Feb for 5000 direct labor hour
overhead = 5000 × $20 = $100,000
so
over head applied = $100,000 - $98300
over head applied = $1700
so correct option is a. $1,700 over head applied
Answer:
Dog Collar 10,000 units
Cat Collar 15,000 units
Explanation:
We have only constraint of 2,000 hours on the cutting machine.
First we will calculate the Contribution margin per hour
Contribution margin per hour = Contribution margin per unit / Numbers of hours required per unit
Dog Collar = $10 / (6/60)hours = 10 / 0.1 = $100 per hour
Cat Collar = $8 / (4/60) hours = $120 per hour
Pets Inc. will make Cat collar more than dog
Hours required for 15,000 unit of Cat Collar = 15000 x 4 / 60 = 1,000 hours
Hours for Dog Collars = 2,000 - 1000 = 1000 hour
Unit of Dog Collar = 1000 hours / (6/60) = 10,000 units
Answer:
Explanation:
find the attached solution below
Answer: C. clean and fast-growing and that pay
Explanation:
