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This might sound easy but im lost!! I dont understand these at all!!!
This is what it says...
Hint for Problems 6 and 7 : Let radius of the circle be 1 unit.
6. A circle is inscribed in a square. What fraction of the area of the square is taken up by the circle?
7. A square is inscribed in a circle. What fraction of the area of the circle is taken up by the square?
PLEASE HELP!!!
THANK YOU SOOOOOO MUCH!
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6. The fraction of the area of the square taken up by the circle is just the ratio of the area of the circle to the area of the square. We know that the areas to be:
πr² = π1² = π
s² = 2² = 4
Answer: π/4., or roughly 3/4.
7. The diagonal of the square will be a diameter of the circle. If the radius is one, the diameter is 2, and we can find the length of the side by trigonometry:
s = 2cos(45) = sqrt(2)
The area is s², or 2. The ratio of their areas is 2/π, or about 2/3. This is the answer.
El que pega primero pega dos veces.
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thanks
but im afraid the second one is wrong i looked it up in the back of the book and the answer is 100/157
how would i get that
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2/π ≈ 2/3.14 =200/314=100/157
Last edited by George,Y (2006-04-06 12:57:20)
X'(y-Xβ)=0
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awesome thank you so much!!
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why do you put 2/
why do you need to put 2/
The area of the square is 2. The area of the circle is pi. The ratio is 2/pi
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