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3 years ago

State 5 ways of observing and reporting crimes.

1 answer:

5 0

(1)Tell the detective exactly what happened. (2)Tell them what or who you saw.
(3) Explain to them how it happened and where it happened (4) Ask questions about what to do. (5) Hold off any people that need help until the police or ambulance come

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A proposed new project has projected sales of $219,000, costs of $96,000, and depreciation of $26,000. The tax rate is 23 percen

zloy xaker [14]

Answer and Explanation:

The computation of the operating cash flow using the four different approaches is shown below:

1. EBIT + depreciation - taxes approach

But before that the net income would be

Sales $219,000

Less cost -$96,000

Less depreciation -$26,000

EBT $97,000

Less tax at 23% -$22,310

Net income $74,690

Now the operating cash flow is

= EBIT + depreciation - taxes

= $97,000 $26,000 - $22,310

= $100,690

2. top down approach

= Sales - cost - taxes

= $219,000 - $96,000 - $22,310

= $100,690

3. Tax shield approach

= (Sales - cost) × (1 - tax rate) + tax rate × depreciation expense

= ($219,000 - $96,000) × 0.23 + 0.23 × $26,000

= $94,710 + $5,980

= $100,690

4. Bottom up approach

= Net income + depreciation

= $74,690 + $26,000

= $100,690

6 0

3 years ago

A track dozer cost $165,500 to purchase. Fuel, oil, grease, and minor maintenance are estimated to cost $35.00 per operating hou

STatiana [176]

Answer:

It will charge 54.22 per hour to obtain a yield of 7.3% on the track dozer.

Explanation:

purchase cost 165,500

repair costing 26,000 at year 4

annual cost: 1,800 x 35 = 63,000

salvage value at end of useful life:

21% of purchase cost :

21% of 165,500 = 34,755

We will calculate the present value of the salvage value and the overhaul, to know how much does the company need to generate per year:

165,000 + pv of overhaul + pv of salvage value = present value of the cash inflow

<u>pv of the overhaul</u>

$\frac{overhaul}{(1 + rate)^{time} } = PV$

overhaul: 26,000

time 4

rate 0.073

$\frac{26000}{(1 + 0.073)^{4} } = PV$

PV $19,614.3744

<u>Then, the PV of the salvage value:</u>

$\frac{salvage}{(1 + rate)^{time} } = PV$

salvage 34,755

time 6

rate 0.073

$\frac{34755}{(1 + 0.073)^{6} } = PV$

PV $22,772.9326

165,500 + 19,614.3744-22,772.9326 = 163,341.4418

The present value of the contribution per hour at 7.3% discount rate should equal this amount

So we will set up the formula for the cuota of an annuity:

$PV \div \frac{1-(1+r)^{-time} }{rate} = C\\$

PV $163,341.44

time 6

rate 0.073

$-34586.3538411519 \div \frac{1-(1+0.073)^{-6} }{0.073} = PV\\$

C 34,586.35

The contribution per year should be 34,586.35

each hour contribution should be: 34,586.35/1,800 = 19.2146

After the operating cost it should net 19.2146

hourly rate - 35 = 19.2146

hourly rate = 19.2146 + 35 = 54.2146 = 54.22

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