Answer:
Decrease the accounts receivable account in assets section of balance sheet by $1,000
Increase the cash account in assets section of balance sheet by $1,000
Explanation:
The Accounting equation for any entity is represented by the following equation:
Assets= Equity + Liability
When the entity receive any amount from customer in respect of the any credit sale made to him, the account receivable in the asset section will be decreased by the that amount and the cash section in the asset section will be increased by that amount.
In this case, Fitch supply services shall
Decrease the accounts receivable account in assets section of balance sheet by $1,000
Increase the cash account in assets section of balance sheet by $1,000
Answer:
$10.65
Explanation:
The computation of the incremental manufacturing cost in the case when the production level is changed
= Direct material cost per unit + direct labor cost per unit + variable manufacturing overhead per unit
= $6.25 + $3.20 + $1.20
= $10.65
Here the fixed cost would not be relevant
Answer:
During the growth stage of the product life cycle, the growth of a product begins to plateau, and the company must take advantage of economies of scale and marketing messages and promotions that seek to remind customers about a great product, differentiate from competitors, and reinforce brand loyalty.
Explanation:
Hope this helped
Answer:
$ (-4t+872)
Explanation:
Earning for 1 hour as a tutor= $10
Earnings for 1 hour as a waitress= $14
Total hours worked in the month combined jobs= 83 hrs
Number of hours worked as a tutor for the month= t
Finding the number of hours worked as a waitress for the month= 83-t hours
Total amount earned that month = amount earned as a tutor+ amount earned as a waitress
Amount earned as a tutor= $10 × t = $10t
Amount earned as a waitress= $14× (83-t)= $ (1162-14t)
Total amount earned combined= $ 10t + $ (1162-14t)
=$ ( 10t-14t +1162)
= $ (-4t+872)
Answer:
$14,000
Explanation:
Amount of interest expense = [(Bond issued by 'S' company x 9%) - Amount of
premium x (unsold bonds / Bonds issued)]
= (300,000 x 0.09) - 60000/10 x 200,000/300,000
= (27,000 - 6000) x 0.66667
= 21,000 x 0.66667
= $14,000
