If a plot of land in the shape of a horizontal ellipse has a pole at each focus. the foci are 16 feet from the center. if the plot of land is 40 feet across one axis, how long is it across the other axis is: c. 24 feet.
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Length across the other axis</h3>
Using Pythagoreans theorem formula
a²=b²+c²
Where:
c=16 feet
a=40/2=20 feet
Hence:
20²=b²+16²
b²=20²-16²
b²=400-256
b²=√144
b=12
2b=12×2
2b=24 feet
Therefore if the plot of land is 40 feet across one axis, how long is it across the other axis is: c. 24 feet.
The complete question is are:
A plot of land in the shape of a horizontal ellipse has a pole at each focus. The foci are 16 feet from the center. If the plot of land is 40 feet across one axis, how long is it across the other axis?
a. 34 feet
b. 46 feet
c. 24 feet
d. 30 feet
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Answer:
maybe 16
Step-by-step explanation:
SOLUTION
From the graph
The slope of line A is
The slope of line B is
The slope of line C is
The least segment is the segment with the least slope.
The required arrangement is
The answer would look like the first picture provided, except it wouldn't be a solid line, it would be dotted line (an > sign or < sign doesn't include the value it's pointing at or away from).
Answer:
$2,640
Step-by-step explanation:
5% × $2,400 = 120
120 × 2 = $240
$2,400 + $240 = $2,640
