Answer:
S infinity= -51/4
Step-by-step explanation:
First term
ar= -9
Fifth term
ar⁴= 1/3
Solving for the value of the r and a
ar= -9
ar⁴= 1/3
Dividing each other
r³=1/3 * -1/9
r³=-1/27
r= 3√-1/27
r= -1/3
Solving for a
ar= -9
a(-1/3)= 9
a= 9*-3
a= -27
Sum of a go to infinity is given by the formula
S infinity= a/(1-r)
S infinity= -27/(1-(-1/3))
S infinity= -27/(1+1/3)
S infinity= -27 * 3/4
S infinity= -51/4
A. Using the straight-line depreciation method, we can
calculate for the depreciation using the formula:
d = (P – S) / n
Where,
P = present value
S = salvage value
n = number of life years
Substituting the given values:
d = ($465,000 - $45,000) / 15
d = $28,000
The depreciation for the first year was $28,000 and the
book value is $437,000.
B. Calculating for the book value at the end of eight
year:
BV (8) = $465,000 – 8 * $28,000
BV (8) = $241,000
<span>Since the equipment was sold at only $235,000 therefore
there was a loss of $6,000.</span>
<span>C. Chart of accounts is needed.</span>
Answer:
<h2>
</h2>
Step-by-step explanation:
If the drop is vertical, the slope is undefined. It approaches negative infinity. For a finite slope to be defined, you must have both a vertical rise or drop, and a horizontal run.
