1. **State the problem:** We want to find the share of the customer's wallet spent at your store compared to the total amount spent on flower arrangements. 2. **Identify the given values:** - Amount spent at your store: $50$ - Amount spent at other stores: $120$ 3. **Calculate the total amount spent on flower arrangements:** $$\text{Total} = 50 + 120 = 170$$ 4. **Calculate your share of the customer's wallet:** $$\text{Share} = \frac{50}{170}$$ 5. **Simplify the fraction:** $$\frac{50}{170} = \frac{\cancel{10} \times 5}{\cancel{10} \times 17} = \frac{5}{17}$$ 6. **Convert the fraction to a percentage:** $$\frac{5}{17} \times 100 = 29.41\%$$ 7. **Compare with the given options:** None of the options exactly match 29.41%, so let's check if the problem expects the share of your store relative to the total flower arrangement spending including your store and others. 8. **Recalculate share as percentage:** $$\text{Share} = \frac{50}{50 + 120} \times 100 = \frac{50}{170} \times 100 = 29.41\%$$ Since 29.41% is not among the options, let's check if the problem expects the share of your store relative to the total amount spent in the city (including your store and others). The total is $170, so the share is 29.41%, which is not an option. 9. **Check if the problem expects the share of your store relative to the total amount spent at your store plus other stores (which is the same calculation).** 10. **Conclusion:** The closest option to 29.41% is 35.5%, but none match exactly. Possibly the problem expects the share of your store relative to the total amount spent in the city, which is 29.41%. None of the given options are correct based on the data. **Final answer:** $29.41\%$ (not among the options provided).