The radius of a small circle cut from a sphere is 10 cm.  If the radius of the sphere is 16 cm, how far is the small circle from the center of the circle? a. 12.5 cm b. 11.2 cm c. 13.4 cm d. 10.8 cm

Q: The circle shown has a radius of 12 mm. 12 mm What is the circumference of the circle?

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A: Use the formula for area of the circle is pi×radius^2

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A: Since, we have been given a unit circle and our aim is to tell the value of x in the second quadrant…

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A: Area of sector=θ360*π2Area of triangle=12*base*height

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A: diameter of circle = 2r

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A: given,

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A: Area of the sector of the circle A = 36.3 in2central angle θ=65°let radius =r

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Q: 8 mi Circumference of the above circle is:

A: In thie radius is given, use circumference formula

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A: Given that: Radius of circle, R=12 cm

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A: Given figure:-         To find:- Approximate circumference of circle

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A: Diameter=12 Angle=65°

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A: Area of circle = πr2  r = radius of circle  and. Diameter of circle = 2r

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A: Please refer the attached image for complete solution.

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A: Since ,the question contains multiple subpart, as per the company guidelines we will solve the first…

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