Write the following ratios in their simplest form: \( \begin{array}{ll}\text { (a) } \mathrm{R} 33: 30 \mathrm{c} & \text { (b) }\end{array} \)

It looks like the question you provided has two parts, but only part (a) is fully given. (a) is written as   R33 : 30c Before we continue with (b), I’ll simplify (a) and then you can let me know what (b) should be. ________________________________________ Step 1. Convert the amounts to the same unit Here “R” represents rands and “c” represents cents. Since 1 rand = 100 cents, we can convert R33 into cents:   R33 = 33 × 100 = 3300 cents Now the ratio becomes:   3300 cents : 30 cents   or simply 3300 : 30 ________________________________________ Step 2. Simplify the numerical ratio Divide both sides of the ratio by the common factor 30:   3300 ÷ 30 = 110  and  30 ÷ 30 = 1 Thus, the simplified ratio is:   110 : 1 ________________________________________ Answer for (a): The simplest form of R33 : 30c is 110 : 1. ________________________________________ About part (b): It appears that part (b) isn’t provided in your message. Could you please clarify or provide the second ratio you would like simplified?