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Unit Conversion, SM-Bank 010

A circle is drawn from a city centre with a radius of 800 metres.

Using the conversion ratio, 1 km² = 1 000 000 m², determine the area of the circle in square kilometres, to two decimal places.  (2 marks)

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\( 2.01 \text{km}^{2}\)

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\(\text{Area}\) \(= \pi \times 800^{2}\ \text{m}^{2} \)  
  \(= 2\ 010\ 619\ \text{m}^{2}\)  
  \(= \dfrac{2\ 010\ 619}{1\ 000\ 000} \)  
  \(=2.01\ \text{km}^{2} \)  

Filed Under: Unit conversion Tagged With: num-title-ct-core, smc-4953-30-m2/km2

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