Answer:
Total product A Sales = $132000
Total Product B Sales = $182000
Total Sales of Both Products = $314000
Explanation:
The Product A sales calculated using the formula = Budgeted Units Sold x Sales price Per Unit of Product A
Total Product A Sales = 12000 x $11 = $132000
The Product B sales calculated using the formula = Budgeted Units Sold x Sales price Per Unit of Product B
Total Product A Sales = 14000 x $13 = $182000
Total sales of Both product = Total Product A Sales + Total Product B Sales
Total Sales of Both Product = $132000 + $182000 = $314000
The budgeted sales for the Modesto Corp. is $314000
Answer:
The debit balance for the vehicles account was $20,000, and the credit balance of accumulated depreciation account was $18,000.
- Dr Vehicles account 20,000
- Cr Accumulated Depreciation Vehicles account 18,000
then the van was sold for $2,000
- Dr Cash account 2,000
- Cr vehicles account 2,000
Since the carrying value of the van was $2,000 (= $20,000 - $18,000) and the van was sold for $2,000, Patel had no gain or loss from this transaction.
Answer:
The debit adjustment to equipment would be $30,000.
Explanation:
Amount received for the equipment by Mortar from Granite - $370,000
Purchase price of the equipment = $400,000
Debit adjustment to equipment = Purchase price of the equipment - Amount received for the equipment by Mortar from Granite = $400,000 - $370,000 = $30,000
Therefore, the debit adjustment to equipment would be $30,000.
??? C ???
whats the question here
Answer:
net income = $41752
so correct option is A. $41,752
Explanation:
given data
sales price = $481,600
costs price = $379,700
depreciation expense = $32,100
interest paid = $8,400
The tax rate = 32%
to find out
net income did the firm earn for the period
solution
we get here net income that earn for the period is express as
net income = ( sales price - costs price - depreciation expense - interest paid ) × ( 1 - tax rate ) ......................... 1
put here value we get
net income = ( $481,600 - $379,700 - $32,100 - $8,400 ) × ( 1 - 32% )
net income = $41752
so correct option is A. $41,752