What will be the selling price of the bracelet?

Let’s work it out step-by-step:
- Material cost = R48
- Labour cost = 6 hours × R32/hour = R192
- Total cost (Material + Labour) = R48 + R192 = R240
- Applying a 120% markup:
Markup means adding 120% of the cost to the cost itself:
Selling price = Total cost × (1 + 120/100)
Selling price = R240 × 2.2
Selling price = R528
Final Answer:
The selling price of the bracelet will be R528.
Here’s a simple, reusable formula you can apply:
\text{Selling Price} = (\text{Material Cost} + (\text{Hours Worked} \times \text{Hourly Wage})) \times (1 + \frac{\text{Markup \%}}{100})
In words:
- Add the material cost and the total labour cost.
- Multiply that total by .
For your example:
\text{Selling Price} = (48 + (6 \times 32)) \times (1 + \frac{120}{100})
= (48 + 192) \times 2.2 ]
= 240 \times 2.2
= 528 ]

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