Answer:
net income = $31,500
Explanation:
given data
collect tailoring fees = $43,300
paid expenses = $12,300
Depreciation expense= $2,500
Accounts receivable = $1,050
supplies increased = $4,300
liabilities increased = $2,350
to find out
accrual basis net income
solution
we get here net income by given expression that is
net income = tailoring fees - expenses paid + account receivable + supplies increased - liabilities increased - Depreciation expense .......1
put here value
net income = $43,300 - $12,300 + $1,050 + $4,300 - $2,350 - $2,500
net income = $31,500
Answer:
<u>enlargement</u>, <u>rotation</u>, <u>enrichment</u>
Explanation:
Job enlargement raises the scope of a job position by addition of extra tasks and responsibilities within the same level and department. Such an activity makes a job position more challenging.
Job rotation refers to shifting of employees from one task to another in the same department. Job rotation is aimed at breaking the monotony associated w.r,t performing the same task on routine basis.
Job enrichment is aimed at providing better satisfaction to an employee related to his work. It usually includes assignment of those responsibilities which are reserved for superior levels.
Answer:
Punnet square for hetero v homo (38 1/4) (38 1/4) and (76 1/4+1/4= 76 1/2)
: 38,38,76
Explanation:
The punnet square is commonly used to estimate the genotypes of a given breeding analysis. It is widely used to determine the probability or chances of an offspring have a specific genotype. It is commonly used by biologists for the calculation of the probability of offspring. Based on the available information, the answer is 38, 38, 76.
Natural monopolies <span>benefit from large economies of scale, in which the costs of goods decrease as output increases.
</span>A natural monopoly<span> is a distinct type of </span>monopoly<span> that may arise when there are extremely high fixed costs of distribution, such as exist when large-scale infrastructure is required to ensure supply.</span>
Answer:
Explanation:
Using a financial calculator; input the following;
Duration to maturity ; N = 3*2 = 6
Par value of the bond ; FV = 1000
Semiannual interest rate; I = 3%
Semiannual coupon payment;PMT = (7%/2)*1000 = 35
then compute the price; i.e the present value; CPT PV = 1027.09
The price after 6-months would be as follows;
Duration to maturity ; N = 2.5*2 = 5
Par value of the bond ; FV = 1000
Semiannual interest rate; I = 3%
Semiannual coupon payment;PMT = (7%/2)*1000 = 35
then compute the price; i.e the present value; CPT PV = 1022.90
