Will 2 or 3 Golf Balls with a Circumference of 13.4cm Fit in a Line Across the Middle of a Golf Hole with a Diameter of 11cm?

To determine whether 2 or 3 golf balls with a circumference of 13.4cm can fit in a line across the middle of a golf hole with a diameter of 11cm, we need to compare the total length of the golf balls to the diameter of the hole.

The circumference of a circle is given by the formula C = πd, where C is the circumference and d is the diameter. Thus, the diameter of a golf ball with a circumference of 13.4cm is:

d = C/π = 13.4cm / 3.14 ≈ 4.27cm

Since the diameter of the golf hole is 11cm, to fit 2 golf balls in a line across the hole, the total length of the golf balls must be less than or equal to 11cm. The total length of 2 golf balls is:

2 × 4.27cm ≈ 8.54cm

Therefore, 2 golf balls can fit in a line across the golf hole.

However, to fit 3 golf balls in a line across the hole, the total length of the golf balls must be less than or equal to 11cm. The total length of 3 golf balls is:

3 × 4.27cm ≈ 12.81cm

Therefore, 3 golf balls cannot fit in a line across the golf hole.

  • What is the formula for calculating the circumference of a circle?
  • What is the diameter of a golf hole in centimeters?
  • How many golf balls with a circumference of 13.4cm can fit in a line across a golf hole with a diameter of 11cm?
  • If the circumference of a golf ball is 13.4cm, what is its diameter?
  • Is it possible to fit 3 golf balls with a circumference of 13.4cm in a line across a golf hole with a diameter of 12cm?
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