Answer:
1. Dr Cash 665
Cr Advance from customer 665
2. Dr Cash 685
Cr Other income 685
3. Dr cash 18675
Cr Account receivable 18675
4. Dr Account receivable 9600
Cr Sales revenue 9600
5. Dr Cash 8000
Cr Account receivable 8000
6.Dr Utility expense 395
Utility expense payable 395
7. Dr Supplies 1255
Cr Accounts payable 1255
8. Dr Accounts payable 2600
Cr Cash 2600
9.Dr Salaries and wages expense 12200
Cr Cash 12200
Explanation:
Selma’s new balance will be $378.42. A paycheck also known as a pay check or pay cheque, is a paper document issued by an employer to pay an employee for services rendered. However, the physical paycheck is increasingly being replaced by electronic direct deposits to the employee's designated bank account or loaded onto a payroll card.
Employees may still receive a pay slip detailing the final payment amount calculations. A salary statement, also known as a payslip, pay stub, paystub, pay advice, or sometimes paycheck stub or wage slip, is a document received by an employee that either includes or is attached to the paycheck.
Each country has laws governing what information must be included on a payslip .
To learn more about paycheck, click here
brainly.com/question/8657860
#SPJ4
Answer:
The equilibrium expected rate of return is higher for Kaskin than for Quinn.
Explanation:
Option A “The equilibrium expected rate of return is higher for Kaskin than for Quinn” is more accurate because the expected return is calculated by multiplying the risk premium with beta value and then adding with risk-free return. However, if the beta value is high, then the magnitude after multiplying with the risk premium will be high. Moreover, is magnitude will be added to risk-free return to find the expected return. Thus, it can be seen that Kaskin has high beta 1.2 as compared to Quinn’s beta value 0.6. So, the Kaskin has a higher expected return.
Answer:
Option (D) is correct.
Explanation:
Given that,
Dividend, D0 = $0.90
Price, P0 = $27.50
Growth rate, g = 7.00% (constant)
D1 = D0 (1 + g)
= $0.90 × (1 + 0.07)
= $0.90 × 1.07
= $0.963
Cost of equity, Ke = [ D1 ÷ P0 ] + g
= [$0.963 ÷ $27.50 ] + 0.07
= 0.0350 + 0.07
= 0.1050 i.e 10.50 %