1.2 Convert $$ R 73000 $$ to dollars if the exchange rate is 1 dollar $$ =R 19,98 $$. 1.3A map has a scale of $$ 1: 300 $$. What is length on a map if the actual length is 20 m . Give answer in centimetres

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**1.2 Conversion from Rand to Dollars**

We are given:
- Rand amount: $$ R\,73\,000 $$
- Exchange rate: $$ 1 $$ dollar $$ = R\,19.98 $$

To convert Rand to dollars, we divide the Rand amount by the exchange rate:
$$
\text{Dollars} = \frac{R\,73\,000}{R\,19.98} \approx 3653.65 \text{ dollars}
$$

---

**1.3 Map Length Calculation**

The map scale is $$ 1:300 $$, meaning:
$$
1 \text{ unit on map} = 300 \text{ units in reality}
$$

Given an actual length of $$ 20 $$ meters, the corresponding map length in meters is:
$$
\text{Map length in meters} = \frac{20 \text{ m}}{300} = \frac{1}{15} \text{ m}
$$

To convert the map length to centimetres (since $$ 1 \text{ m} = 100 \text{ cm} $$):
$$
\text{Map length in centimetres} = \frac{1}{15} \text{ m} \times 100 \frac{\text{cm}}{\text{m}} = \frac{100}{15} \text{ cm} \approx 6.67 \text{ cm}
$$
**1.2 Conversion from Rand to Dollars** $$ R\,73\,000 $$ divided by $$ R\,19.98 $$ equals approximately $$ 3653.65 $$ dollars. --- **1.3 Map Length Calculation** The actual length of $$ 20 $$ meters translates to approximately $$ 6.67 $$ centimeters on the map.

1.2 Convert \( R 73000 \) to dollars if the exchange rate is 1 dollar \( =R 19,98 \). 1.3A map has a scale of \( 1: 300 \). What is length on a map if the actual length is 20 m . Give answer in centimetres

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