Answer:
differential revenue = $7
so correct option is a.$7
Explanation:
given data
Product A costs = $6
contribution margin = $3
Product B costs = $12
contribution margin = $4
to find out
the differential revenue for this decision
solution
we get here the differential revenue for this decision that is express
so first we get here selling price for both product that is
selling price product A = Product A costs + contribution margin
selling price product A = $6 + $3 = $9
and
selling price product B = $12 + $4 = $16
so now we get differential revenue that is
differential revenue = selling price product B - selling price product A
differential revenue = $16 - $9
differential revenue = $7
so correct option is a.$7
Answer:
c. Neither Gabriella nor Juanita will recognize gain on the transfer.
Explanation:
This is because gabriella transfers cash of 50,000 and does not earn any gain on it, so no gain is recognized.
Explanation:
Ok so the Taylor Rule is one kind of targeting monetary policy rule of a central bank. The Taylor rule was proposed by the American economist John B. Taylor in 1992, who is currently the George P.Shultz Senior Fellow In Economics at and the director of Standford’s Introductory Economics Centre.
Also the Taylor Rule suggests that the Federal Reserve should raise rates when inflation is above target or when gross domestic product (GDP) growth is too high and above potential. It also suggests that the Fed should lower rates when inflation is below the target level or when GDP growth is too slow and below potential.
The tenth amendment to the united states constitution which is part of the bill of rights.
Answer:
<em>Retained Earnings = 109,909</em>
Explanation:
<u>First </u>
We add all the assets together. 586,818
<u>Then</u>
we add the lliabilities and common stock. 476,909
<u>Finally</u>
We use the accounting equation to solve for RE
Assets = Liab + Equity
586,818 = sum of liab and equity accounts
we know that all the accounts, except RE add to 476,909
586,818 = 476,909 + RE
586,818 - 476,909 = RE
RE = 109,909