The correct statement is that the net salary of Lauren will be $623.52 after the deductions of tax withholding against her gross pay of $765.
So, the correct option that matches the statement quoted above is D. Calculations regarding the deduction of tax withholding are shown below.
<h3>Calculation of net salary</h3>
Net salary of Lauren can be calculated by subtracting all the given deductions from gross pay available in the hands of Lauren.
The withholding of taxes of Lauren will be calculated as,

Calculating further,

and

Now deducting the summation of tax withholding from the gross pay, we get net salary as,

So, net pay of Lauren will be $623.52 for such period.
Hence, the correct option is D that the net salary of Lauren will be $623.52 after the deductions of tax withholding against her gross pay of $765.
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Answer:
forgo interest = $30
interest = $75
Explanation:
given data
annual interest = 2%
current balance = $4,500
borrow = $1,500
annual interest rate = 5 percent
to find out
how much interest would she forgo and how much will she pay in interest
solution
first we get here Forgo interest that is here
forgo interest = withdrawal amount × interest rate ..........................1
put here value we get
forgo interest = $1500 × 2%
forgo interest = $30
and
now w get here pay in interest that is
interest = amount borrow × interest rate ..........................2
put here value we get
interest = $1500 × 5%
interest = $75
Answer:
C.
Explanation:
a) Required around for investment is $500,000
Flotation cost is 2%
Total amount require to issue =
$500,000/ (1-2%)
= $510,204,08
After one year value of investment will be $595,000
Rate of return =
550000/(450000x(1+2%)-1 =19.8%
b) 2.03/(33.35x(1-3.75%) + 9.4 = 15.72%
c) 745000/60% = 1241666.67
That is C. $124,1666,67
Answer:
SD = 0.0740270 or 7.40270 percent rounded off to 7.403 percent
Explanation:
To calculate the standard deviation of the investment, we must first calculate the expected or mean return of the investment. The expected or mean return can be calculated as follows,
r = pA * rA + pB * rB + ... + pN * rN
Where,
- pA, pB, ... represents the probability of state occurrence
- rA, rB, ... represents return A, return B and so on under each state
r = 0.2 * 0.16 + 0.4 * 0.12 + 0.2 * 0.05 + 0.2 * -0.05
r = 0.08 or 8%
The formula to calculate the standard deviation of a stock/investment is as follows,
SD = √pA * (rA - r)² + pB * (rB - r)² + ... + pN * (rN - r)²
SD = √0.2 * (0.16 - 0.08)² + 0.4 * (0.12 - 0.08)² + 0.2 * (0.05 - 0.08)² + 0.2 * (-0.05 - 0.08)²
SD = 0.0740270 or 7.40270 percent rounded off to 7.403 percent