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nignag [31]
3 years ago
7

A 6-month limited warranty. This warranty guarantees that Creative will cover any costs that arise due to repairs or replacement

s associated with defective products for up to six months. A coupon to purchase a Creative Probook e-book reader for $375, a price that represents a 40% discount from the regular Probook price of $625. It is expected that 20% of the discount coupons will be utilized. A coupon to purchase a one-year extended warranty for $50. Customers can buy the extended warranty for $85 at other times if they do not use the $50 coupon. Creative estimates that 35% of customers will purchase an extended warranty. Creative does not sell the Protab without the limited warranty, option to purchase a Probook, and the option to purchase an extended warranty, but estimates that if it did so, a Protab alone would sell for $950.
Required:
Prepare a journal entry to record sales of 100,000 Protab Packages.
Business
1 answer:
S_A_V [24]3 years ago
3 0

Answer:

the journal entry to record the sale of 100,000 Protab packages:

Dr Cash 97,000,000

    Cr Sales revenue 91,035,000

    Cr Deferred revenue - discount option 4,792,000

    Cr Deferred revenue - extended warranty 1,173,000

Explanation:

some information was missing:

  • Each Protab package costs $970
  • stand alone selling price of a Protab is $950

stand alone price of Probook coupon = ($625 x 40%) x 20% = $50

stand alone price of extended warranty coupon = ($85 - $50) x 35% = $12.25

item                        stand alone prices  % of package price    allocation of

<u>                                                                                                     transaction $</u>

Protab                          $950                           93.85%                 $910.35

Probook coupon           $50                             4.94%                   $47.92

Ext. warranty coup.       $12.25                          1.21%                     $11.73

total                           $1,012.25                         100%                  $970.00

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Explanation:

Solution

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Process Available Maximum Request = Max-Available

A         [2 ,1 ,0 ,2, 2] [4, 2,2, 3, 3]          [2,1,2,1,1]

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