Answer: a. FIFO to LIFO, but not LIFO to FIFO
Explanation:
Well the inventory changes which would likely be accounted for is the FIFO ( first in first out system ) to LIFO ( last in first out system ). But not the LIFO ( last in first out ) to FIFO ( first in first out ). This system are mostly used in sales where for FIFO the first goods to arrive leaves first and for LIFO the opposite of FIFO
Answer: $9909
Explanation:
Let the amount that will be paid be represented by y. The question can now be solved as:
(10000 - y)/10000 × 360/182 = 0.018
(10000-y)/10000 = 0.018 × 182/360
(10000 - y)/10000 = 0.0091
10000-y = 0.0091 × 10000
10000 - y = 91
y = 10000 - 91
y = $9909
A data warehouse is an integrated collection of data that can include seemingly unrelated information, no matter where it is stored in the company.
An enterprise data warehouse (EDW), sometimes referred to as a data warehouse (DW or DWH) in computing, is a system used for reporting and data analysis and is regarded as a key element of business intelligence.
data warehouse DWs serve as a central repository for combined data from a variety of sources.
They keep both recent and old data in a single location that is utilized to provide analytical reports for employees across the whole company.
The operational systems upload the data that is kept in the warehouse (such as marketing or sales).
Before being used in the data warehouse for reporting, the data may go via operational data storage and require data cleansing for extra activities to ensure data quality.
Learn more about the data warehouse here:
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Answer and Explanation:
The number of packets of waffles is W
and the number of muffins are M
The weight of dough is 250 pound and a pack of muffins requires 1 lb of dough whereas a pack of waffles uses 3/4 lb of dough.
3÷4W+M≤250
Multiplying both sides by 4
3W+4M≤1000
It takes bakers 6 minutes to make a packer of waffles and 3 minutes to make a pack of muffins, the total time available is 20 hours or 1200 minutes.
3M+6M≤1200
Minus the initial equation from the new equation:
(3M+6M≤1200)−(3W+4M≤1000)
2M≤200
Dividing equation by 2
M≤100
For M≤100
3W+4M≤1000
3W≤1000−4M
For the Maximum values of M
the least value of W is obtained
3W≥1000−4×100
3W≥600
Dividing the equation by 3
W≥300
For maximum profit, the number of waffles and muffins is taken as 300 and 100 respectively :
1.5∗300+2∗100
=650
