c A triathlon bike wheel rotates through $$ 1800^{\circ} $$ every 10 m . How many full rotations is this?

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To find the number of full rotations of the triathlon bike wheel, we need to divide the total angle of rotation by the angle of one full rotation.

Given:
- Total angle of rotation = $$ 1800^{\circ} $$
- Angle of one full rotation = $$ 360^{\circ} $$

Number of full rotations = Total angle of rotation / Angle of one full rotation

Let's calculate the number of full rotations.
Calculate the value by following steps:
- step0: Calculate:
  $$\frac{1800}{360}$$
- step1: Divide the terms:
  $$5$$
The triathlon bike wheel rotates through $$ 1800^{\circ} $$ every 10 m, which is equivalent to 5 full rotations.
The triathlon bike wheel makes 5 full rotations.

c A triathlon bike wheel rotates through \( 1800^{\circ} \) every 10 m . How many full rotations is this?

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