Answer:
The correct answer is: High level of job involvement.
Explanation:
Job involvement refers to the voluntary interest employees have for the job position they have at work. It is typically the result of individuals playing roles they like or that represent part of their self-realization. Job involvement is not only intrinsic but can also be acquired by a different set of practices.
Answer:
The APY is 14.9%
Explanation:
To find the annual percentage yield we need to compute the effective annual rate of interest.
The Effective annual rate of return(EAR) is the equivalent rate to be paid where compounding is done frequently at period or interval less than a year.
Compounding implies the regular interval when interest is always computed; in this scenario, it is monthly.
The EAR can be worked out as follows
EAR = ( (1+r)^m - 1 ) × 100
r- interest rate per period
m- number of periods in a year
EAR - Effective annual rate
r = 3.5%/3 = 1.167
% per month
m= number of months in a year = 12
EAR =( 1.01167^12-1)× 100 = 14.9%
The APY is 14.9%
This implies the quoted interest rate of 3.5% per quarter is the same as paying 14.9% per year
Answer:
$142,209
Explanation:
The preparation of the Cash Flows from Operating Activities—Indirect Method is shown below:
Cash flow from Operating activities - Indirect method
Net income $122,700
Adjustment made:
Add : Depreciation expense $7,730
Add: Patent amortization expense $4,908
Less: Gain on disposal of plant assets -$4,417
Add: Decrease in accounts receivable $7,362 ($25,767 - $33,129)
Add: Increase in accounts payable $3,926 ($11,288 - $7,362)
Total of Adjustments $19,509
Net Cash flow from Operating activities $142,209
Answer:
market price of bonds = $219,597.35
Explanation:
Since the coupon rate is higher than the market rate, the bonds will be sold at a premium.
PV of face value = $200,000 / (1 + 3%)³⁰ = $82,397.35
PV of coupon payments = $7,000 x 19.600 (PV annuity factor, 3%, 30 periods) = $137,200
market price of bonds = $219,597.35
