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kondor19780726 [428]
2 years ago
5

Your job includes ordering phone service for new employees. You are considering two phone plans. The first plan charges $23.35 p

er month for one phone line. The second plan charges $14.99 per month for the first three months and then $29.99 per month after that for a phone line. Over the first year, how much will you save on one phone line by choosing the better deal?
Business
1 answer:
BabaBlast [244]2 years ago
5 0

Answer:

$34.68

Explanation:

The total cost by following the first plan will be the charge per months times  12 months

= $23.35 x 12

= $280.2

The total cost from the second plan will be the cost of the first three months at  $14.99 plus the cost of 9 months at $29.99

=($14.99 x 3) + ($29.99 x 9)

=$44. 97 +$269.91

=$314.88

The first plan is the better deal. It will save

= $314.88 - $280.2

=$34.68

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Answer:

B. Scalping tends to be prevalent when there is a shortage of tickets.

Explanation:

Ticket scalping -

It is the method of buying the tickets of any event or show and then selling them at a much higher price to another person , is known as the process of ticket scalping .

It is an illegitimate practice .

Hence , during the shortage of ticket , the process of ticket scalping is increased .

Hence , the correct statement regarding Ticket scalping , is ( B. ) .

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A total-cost curve shows the relationship between the
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Altoid Company sold most of its inventory produced during the period. The manager needs to close the $1,200 balance of Manufactu
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Explanation:

The journal entry to close the books is

Cost of Goods sold A/c Dr $1,200

       To Manufacturing Overhead A/c $1,200

(Being the under-applied overhead is recorded)

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3 years ago
The business was started when the company received $48,500 from the issue of common stock. Purchased equipment inventory of $176
masya89 [10]

Answer:

Total current liabilities  85.008,33‬

Explanation:

current liabilities: obligations that will setlte within a one-year period

<em />

<em>accounts payable</em> from the purchase of equipment:

cost:          176,500

paid:      <u>  (125,900)  </u>

balance:    50,600

<em />

<em>waranty liaiblity:</em>

191,000 x 5% = 9,550

<em>sales tax payable:</em>

sales for     191,000

paid for   <u>  (141,000)  </u>

unpaid for  50,000 x 6% = 3,000

<em>note payable</em> with a local bank:

principal:   21,500

accrued interest: 21,500 x 5% x 1/3 = 358,33

net:   21,858.33

<u>Total current liabilities:</u>

accounts payables 50,600

warrant liability:        9,550

sales tax payable:    3,000

note payable:     <u>    21,858.33   </u>

                             85.008,33‬

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