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From the diagram, you will see the court is divided into 3 equal parts. Calculate the size of each part to 2 decimal places.

Mathematics

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Answer

8.1

10.17 m\text{10.17 m}

Step-by-step solution

4 steps

Part 8.1· 4 steps

  1. Identify the total length of the netball court.

    From the diagram, the total length of the court is 30.5 m30.5 \text{ m}.

  2. Determine the number of equal parts.

    The court is divided into 3 equal parts.

  3. Calculate the size (length) of each part.

    Divide the total length by the number of parts.

    Length of each part=30.5 m3\text{Length of each part} = \frac{30.5 \text{ m}}{3} Length of each part≈10.1666... m\text{Length of each part} \approx 10.1666... \text{ m}

  4. Round the answer to 2 decimal places.

    Length of each part≈10.17 m\text{Length of each part} \approx 10.17 \text{ m}

    The size of each part is approximately 10.17 m\boxed{\text{10.17 m}}.

Part 8.2

Here are the properties of a rectangle:

  • It is a quadrilateral with four sides.
  • Opposite sides are parallel.
  • Opposite sides are equal in length.
  • All four interior angles are right angles (90∘90^\circ).
  • The diagonals are equal in length.
  • The diagonals bisect each other.
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