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A python curls up to touch the tip of its own tail with its nose, forming the shape of a circle. The python is 
2.6 pi meters long.
What is the radius 
r of the circle that the python forms?

r=◻m

A python curls up to touch the tip of its own tail with its nose, forming the shape of a circle. The python is 2.6π 2.6 \pi meters long.\newlineWhat is the radius r r of the circle that the python forms?\newliner= r=\square m\mathrm{m}

Full solution

Q. A python curls up to touch the tip of its own tail with its nose, forming the shape of a circle. The python is 2.6π 2.6 \pi meters long.\newlineWhat is the radius r r of the circle that the python forms?\newliner= r=\square m\mathrm{m}
  1. Circle Circumference Formula: The python's length is the circumference of the circle it forms.\newlineCircumference formula: C=2×π×rC = 2 \times \pi \times r\newlineGiven C=2.6×πC = 2.6 \times \pi meters
  2. Find Radius Formula: To find the radius rr, rearrange the formula: r=C2πr = \frac{C}{2 \pi} Plug in the given circumference: r=2.6π2πr = \frac{2.6 \pi}{2 \pi}
  3. Simplify Equation: Simplify the equation: r=2.62r = \frac{2.6}{2}
  4. Calculate Radius: Calculate the radius: r=1.3r = 1.3 meters

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