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ololo11 [35]
2 years ago
6

The manufacturing cost of a cell phone was $136. Sellers first marked up the cost by 25 percent. Sales were poor, so sellers dec

reased the markup to 17 percent. Calculate the old and new selling prices.
Business
2 answers:
Advocard [28]2 years ago
7 0

The answer is $159.12

The original price was $170 ( $136*25% = $34  $136+$34 =  $170)

After decreasing the markup to 17%, the new price is now $159.12 ( $136*17% = $23.12  $136+$23.12 = $159.12)

Hope this helps :)

NISA [10]2 years ago
4 0
I believe it's option c 
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A. Good marketing

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On January 1, Graves Corporation had 60,000 shares of no-par common stock issued and outstanding. The stock has a stated value o
Zina [86]

Answer:

Date        Account Titles and Explanation     Debit          Credit

June 15   Cash Dividends                              $103,500

               [(60000+9000)*$1.5]

                        Dividends payable                                     $103,500

                (Being dividend declared for 69000 shares at $1.5 each)

July 10     Dividends payable                        $103,500

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Dec 15      Cash Dividends                             $116,800

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2 years ago
Ayayai Corp. had the following inventory transactions occur during 2022: Units Cost/unit Feb. 1, 2022 Purchase 102 $42 Mar. 14,
Dominik [7]

Answer:

Income after tax = $1666

Explanation:

LIFO (Last-In-First-Out) is a method of inventory valuation where the goods that are received last are used first. In other words, the latest stock is used first. This is common for bulky inventory, stacked one on top of another.

In order to obtain the after-tax income, both the gross profit and income before tax are required. To obtain gross profit, we require the cost of goods sold information. The inventory information is as follows:

Feb 1 : Purchases : 102 units x $42 = $4284

Mar 14 : Purchases : 175 units x $44 = $7700

May 1 : Purchases : 124 units x $46 = $5704

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124 x $46 = $5704

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Thus COGS : $5704 + $7216 = $12920

Gross profit : Sales - COGS

Sales : $59 x 288 = $16992

Gross Profit = $16992 - $12920 = $4072

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Income before tax = $4072 - $1692 = $2380

Income after tax : Income before tax - (tax rate x income before tax)

Tax rate : 30%

Income after tax = $2380 - ($2380 x 30%) = $1666

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