It would be D)-So because
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Answer:
is the circles area.
Explanation:
<em>Before we answer the math problem, let's examine what we know so far.</em>
![\left[\begin{array}{cc}raidus =14miles\\Diameter = 28miles\\circumference = 87.92 miles\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bcc%7Draidus%20%3D14miles%5C%5CDiameter%20%3D%2028miles%5C%5Ccircumference%09%3D%20%2087.92%20miles%5Cend%7Barray%7D%5Cright%5D)
In Terms of Pi π
circumference = 28 π mi
Area = 196 mi^2
- <em>How I found the </em><em>diameter</em><em> ( R stands for Radius )</em>
- <em>How I found the </em><em>circumference</em>
<em>( The circules area )</em>
So, is the circles area.
Hope this helps! :D
It depends what are your trying to ask her i will try my best to give the best advice
Answer:
The blind doctor was able to navigate safely through the obstacles along the hallway, 'guiding' him to safely walk without hitting the obstacles.
Explanation:
Benedict Carey's article "Blind, Yet Seeing" from The New York Times reports the physical case of blindsight, which can be overcome by a person. The article also discusses how the subconscious mind of a person is capable of helping a person 'overcome' certain obstacles despite being physically blind.
In an experiment conducted, a well-educated blind doctor was asked to participate which he initially refused. His stance was that he <em>"had no interest in navigating an obstacle course - a cluttered hallway - for the benefit of science."</em> True. But when he did agree to be a part of it, his subconscious mind helped him <em>"zigzag down the hall, sidestepping a garbage can, a tripod, a stack of paper and several boxes as if he could see everything clearly." </em>This shows that the subconscious mind is still able to 'aid' a person despite physical blindness.
