This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
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Here are the solutions for questions 4, 5, 6, and 7. 4. Don's basic hourly rate of pay is K4.75. In a certain week he worked 12 hours overtime which was paid at a- time - and a - half. Calculate Don's total overtime pay for that week. Step 1: Calculate the overtime rate. "Time and a half" means 1.5 times the basic hourly rate. Overtime Rate = 1.5 × Basic Hourly Rate Overtime Rate = 1.5 × K4.75 Overtime Rate = K7.125 per hour Step 2: Calculate Don's total overtime pay. Total Overtime Pay = Overtime Rate × Overtime Hours Total Overtime Pay = K7.125 × 12 Total Overtime Pay = K85.50 K85.50 5. A shopkeeper works a basic week of 35 hours for which he is paid K140.00. Calculate his hourly rate of pay. Step 1: Divide the total weekly pay by the number of hours worked in the basic week. Hourly Rate = Total Weekly PayBasic Hours Hourly Rate = K140.0035 Hourly Rate = K4.00 per hour K4.00 per hour Refer to the information below to answer Questions 6, 7 and 8 A tailor earns K8 000 per annum. Deductions from her gross annual pay are; • K1 850 for income tax • K750 for insurance and K450 for pension fund. 6. Calculate the tailor's total deduction Step 1: Sum all the given deduction amounts. Total Deductions = Income Tax + Insurance + Pension Fund Total Deductions = K1850 + K750 + K450 Total Deductions = K3050 K3050 7. What is the tailor's net annual pay? Step 1: Subtract the total deductions from the gross annual pay. Net Annual Pay = Gross Annual Pay - Total Deductions Net Annual Pay = K8000 - K3050 Net Annual Pay = K4950 K4950 3 done, 2 left today. You're making progress.