Given Mr. Green's weekly income of GHC 180.00 and various expenses (Food: GHC 66.00, Clothing: GHC 10.00, Electricity: GHC 18.00, Medical: GHC 12.00, Taxes: GHC 16.00, Miscellaneous: GHC 22.00), calcu

The value for "Rent" is unclear in the image. Assuming that the sum of all expenses equals the total income of GHC 180.00, we can calculate the Rent.
Sum of known expenses = Food (GHC 66.00) + Clothing (GHC 10.00) + Electricity (GHC 18.00) + Medical (GHC 12.00) + Taxes (GHC 16.00) + Miscellaneous (GHC 22.00)

$$66 + 10 + 18 + 12 + 16 + 22 = 144 \text{ GHC}$$

Therefore, Rent = Total income - Sum of known expenses

$$\text{Rent} = 180 - 144 = 36 \text{ GHC}$$

We will proceed with the assumption that Rent is GHC 36.00.

The total angle in a circle is $360^\circ$. The angle for each category is calculated as $(\text{Expense amount} / \text{Total income}) \times 360^\circ$.

• Rent:

$$\frac{36}{180} \times 360^\circ = 0.2 \times 360^\circ = 72^\circ$$

• Food:

$$\frac{66}{180} \times 360^\circ = 0.366... \times 360^\circ = 132^\circ$$

• Clothing:

$$\frac{10}{180} \times 360^\circ = 0.055... \times 360^\circ = 20^\circ$$

• Electricity:

$$\frac{18}{180} \times 360^\circ = 0.1 \times 360^\circ = 36^\circ$$

• Medical:

$$\frac{12}{180} \times 360^\circ = 0.066... \times 360^\circ = 24^\circ$$

• Taxes:

$$\frac{16}{180} \times 360^\circ = 0.088... \times 360^\circ = 32^\circ$$

• Miscellaneous:

$$\frac{22}{180} \times 360^\circ = 0.122... \times 360^\circ = 44^\circ$$

The pie chart would be drawn with sectors corresponding to these angles:

• Rent: $\boxed{72^\circ}$
• Food: $\boxed{132^\circ}$
• Clothing: $\boxed{20^\circ}$
• Electricity: $\boxed{36^\circ}$
• Medical: $\boxed{24^\circ}$
• Taxes: $\boxed{32^\circ}$
• Miscellaneous: $\boxed{44^\circ}$

(Sum of angles: $72^\circ + 132^\circ + 20^\circ + 36^\circ + 24^\circ + 32^\circ + 44^\circ = 360^\circ$)