Similar triangles may or may not be congruent
- The height of the peak is 72 feet
- The triangles are similar by AA similarity postulate
<h3>How to determine the similarity statement</h3>
First, we determine the height of the peak using the following equivalent ratios
P B : B M = T F : F M
So, we have:
Express the units in inches
Express as fractions
Multiply both sides by 240
Express as feet
So, the height of the peak is 72 feet
The ratio also means that the triangles are similar by AA similarity postulate
Read more about similar triangles at:
brainly.com/question/14285697
Answer:
263.9 cm^3 to nearest tenth.
Step-by-step explanation:
V = 1/3 π r^2 h
= 1/3 π 6^2 7
= 12 * 7 π
= 84π
= 263.8938
There is no depreciation schedule provided along with your question.
Assuming that the question makes us of the <span>Modified Accelerated Cost Recovery System (MACRS), which provides that </span>the useful life for non-residential real property is 39 years. Depreciation is straight line using the mid-month convention.
The mid-month convention means that the month of acquisition is calculated as half month irrespective of the date of acquisition.
Given that <span>Richard purchased and placed in service an office building costing $753,000, including $134,000 for the land in August 2016, the depreciable part is only the building, hence the depreciable cost is given by:
$753,000 - $134,000 = $619,000
</span>
<span><span>The depreciation charge for each year of the estimated life of the building is given by:
$619,000 / 39 = $15,871.79
</span>The depreciable period in 2016 is 4.5 months (i.e. September, October, November and December with August treated as half month).
</span>Therefore, the <span>amount of depreciation Richard may claim in 2016 is</span> given by:
(4.5 / 12) x $15,871.79 = $5,951.92.
Aaron + Sarah + Neil= 54.25
54.25-Neil =remaining distance
2/3 of remaining distance is drove by Sarah=18.4
1/3 of remaining distance is drove by Aaron=18.4/2=9.2
X = 54-(18.4+9.2) is the equation used
=54-27.6=26.4 miles is the answer
