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Alisiya [41]
3 years ago
6

Lakeland Company is considering the purchase of equipment for $150,000. The equipment will expand the Company's production and i

ncrease revenue by $40,000 per year. Annual cash operating expenses will increase by $10,000. The equipment's useful life is 10 years with no salvage value. Lakeland uses straight-line depreciation. The income tax rate is 35%. What is the average rate of return on the investment?
a. Increase in revenue?
b. Increase in expenses?
c. Pretax income from investment?
d. Income tax expense?
e. Net income from investment?
Business
1 answer:
bearhunter [10]3 years ago
3 0

Answer:

13%

Explanation:

The computation of the average rate of return on the investment is shown below:

= Annual net income ÷ average investment

The annual net income is shown below:

Increase in revenue $40,000

Less: Increase in expenses ($25,000)

Pretax income from investment $15,000

Less: Income tax expense $5,250      ($15,000 × 35%)

Net income from investment $9,750

The computation is shown below:

For increase in expense

= Annual cash operating expenses + Depreciation expense based on straight line method

= $10,000 + ($150,000 - $0 ÷ $10,000)

= $10,000 + $15,000

= $25,000

And, the average investment would be

= (Initial investment + salvage value) ÷ 2

= ($150,000 + $0) ÷ 2

= $150,000 ÷ 2

= $75,000

Now put these values to the above formula  

So, the rate would equal to

= $9,750 ÷ $75,000

= 13%

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1. If money is deposited in a bank that pay's simple interest of 4.5 %, bow much will have to be deposited to earn $90 of intere
TiliK225 [7]

The amount of 3000 will have to be deposited to earn $90 of interest for 8 months, if money is deposited in a bank that pay's simple interest of 4.5%.

Explanation:

The given is,

                       Simple interest of 4.5 %

                       Earn $90 of interest for 8 months​

Step:1

            Formula to calculate the simple interest method,

                                            F=P(1+iN)...................................(1)

           Where,

                           F - Future amount

                           P - Initial investment

                            i - Rate of interest

                           N - Number of years

            From given,

                          i - 4.5%

          Let, X - Initial investment, P = X

                                                      F = P + Interest amount

                                                      F = X + 90

         From the equation (1),

                                           (X+90)=X(1+(0.045)(0.667))

                               (∵ N = 8 months = \frac{8}{12} = 0.667 year )

                                            (X+90)=X(1+(0.03))

                                             (X+90)=X(10.03)

                                             (X+90)=1.03 X

                                                        90=1.03X-X

                                                        90=0.03X

                                                             = \frac{90}{0.03}

                                                             = 3000

                                                  P = X = $ 3000

          From the X value.

                                                   F = P + 90

                                                      = 3000 + 90

                                                  F = $ 3090

Result:

The amount of 3000 will have to be deposited to earn $90 of interest for 8 months, if money is deposited in a bank that pay's simple interest of 4.5%.

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