Electronics unlimited was considering the introduction of a new product that was expected to reach sales of $10 million in its first full year, and $13 million of sales in the second year. because of intense competition and rapid product obsolescence, sales of the new product were expected to remain unchanged between the second and third years following introduction. thereafter, annual sales were expected to decline to two-thirds of peak annual sales in the fourth year, and one-third of peak sales in the fifth year. no material levels of revenues or expenses associated with the new product were expected after five years of sales. based on past experience, cost of sales for the new product were expected to be 60% of total annual sales revenue during each year of its life cycle. selling, general, and administrative expenses were expected to be 23.5% of total annual sales. taxes on profits generated by the new product would be paid at a 40% rate. to launch the new product, electronics unlimited would have to incur immediate cash outlays of two types. first, it would have to invest $500,000 in specialized new production equipment. this capital investment would be fully depreciated on a straight-line basis over the five-year anticipated life cycle of the new product. it was not expected to have any material salvage value at the end of its depreciable life. no further fixed capital expenditures were required after the initial purchase of equipment. second, additional investment in net working capital to support sales would have to be made. electronics unlimited generally required 27¢ of net working capital to support each dollar of sales. as a practical matter, this buildup would have to be made by the beginning of the sales year in question (or, equivalently, by the end of the previous year). as sales grew, further investments in net working capital ahead of sales would have to be made. as sales diminished, net working capital would be liquidated and cash recovered. at the end of the new product’s life cycle, all remaining net working capital would be liquidated and the cash recovered. finally, electronics unlimited expected to incur tax-deductible introductory expenses of $200,000 in the first year of the new product’s sales. these costs would not be recurring over the product’s life cycle. approximately $1.0 million had already been spent developing and test marketing the new product. these expenditures were also one-time expenses that would not be recurring during the new product’s life cycle. a. estimate the new product’s future sales, profits, and cash flows throughout its five-year life cycle. b. assuming a 20% discount rate, what is the product’s net present value? (except for changes in net working capital, which must be made before the start of each sales year, you should assume that all cash flows occur at the end of the year in question.) what is its internal rate of return? c. should electronics unlimited introduce the new product?

If you want a question:

1 - 0.17 = 0.83

0.50 + 0.33 = 0.83

really, all you have to do is come up with a equation that equals to 0.83

hope this helps

5/2 times x is 5/2x and 5/2 times negative 6 is negative 15 so right now u would have 5/2x - 15 + 1/6 (3-x) then distribute 1/6 into 3 and get 5/2x minus 15 plus 0.5 minus 1/6x then combine all like terms so then it would be 2.666666667x minus 15.5 rounded would be 2.7xminus15.5

3/130 idk if I’m right

2x + 16/5

Step-by-step explanation:

= 2x + 14 - `18 + 4/5

= 2x + 4 + 4/5

= 2x + 16/5

Hope this helps!

B) 2/8 that’s the answer :p

Well there is multiple answers so here is a few of them.

6/260

9/390

12/520

15/650

18/780

21/910 and etc if one of these isnt it then i have about 12 more to give to you.

[tex]2x-16/5[/tex]

Step-by-step explanation:

[tex]2x+14-18+0.8[/tex]

[tex]2x-3.2[/tex]

X+10 I think

Step-by-step explanation:

X+10

Step-by-step explanation:

The two equations are not equivalent and no property is used.

Step-by-step explanation:

54 - (30 - 8) ... (i)

(54 - 30) - 8 ... (ii)

Solving (i) and applying PEMDAS:

We open the brackets first;

54 - 30 + 8 = 54 + 8 - 30 = 32

Solving (ii) and applying PEMDAS:

We open the brackets first;

54 - 30 = 24

24 - 8 = 16