Answer:
a. $288,000
b. $190,000
Explanation:
The Accounting equation: Assets = Liabilities + Equity
a. Assets = Liabilities + Equity
382,000 = 94,000 + Equity
Equity = 382,000 - 94,000
= $288,000
b. Equity as of December 20Y9.
Account for the changes in assets and equity:
Assets = Liabilities + Equity
(382,000 - 63,000) = (94,000 + 35,000) + Equity
319,000 = 129,000 + Equity
Equity = 319,000 - 129,000
= $190,000
Answer:
less than $1 million.
Explanation:
According to my research, I can say that based on the information provided within the question this next change is likely to save less than $1 million. We can predict this since the first change saved $1 million but was a reduction of 3%, the second change is a reduction of 2% so it will most likely not reach 1$ million in savings
I hope this answered your question. If you have any more questions feel free to ask away at Brainly.
Answer:
$15,000 gain
Explanation:
Assets with a value of $225,000
Remaining asset (cash) to Ula ($25,000)
Purple liabilities ($60,000)
Balance $140,000
Balance Brought forward $140,000
Remaining asset (cash) to Ula $25,000
Ula purchased stock ($150,000)
Balance $15,000 gain
Or
$225,000-$25,000-$60,000=$140,000+$25,000-$150,000=$15,000 gain
Therefore we have $15,000 gain.
In such a material, the number of paragraphs that Ramiro needs in order to be able to cover a material of this sort is 4.
<h3>What is a paragraph?</h3>
This can be explained to be a section or a part of writing that is usually made up of a particular theme.
Paragraphs are usually created through the use of new spaced lines and indentation in research and other forms of writings.
Read more on paragraphs here:
brainly.com/question/1205541
#SPJ1
Answer:
interest portion of fifth payment = $66.89 ≈ $67
Explanation:
effective interest rate = 5% yearly
first payment = $200
second payment = $210
third payment = $220
fourth payment = $230
fifth payment = $240
sixth payment = $250
seventh payment = $260
eighth payment = $270
ninth payment = $280
tenth = $290
using a financial calculator, I determined the present value (principal) of the loan = $1,860.87
then I prepared an amortization schedule:
interest portion of fifth payment = $66.89 ≈ $67
