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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Answer
R417,420
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Step 1: Identify the sales for each month from the "Income" table. • January: R58 880 • February: R57 650 • March: R61 340 • April: R50 070 • May: R46 660 • June: R45 390
Step 2: Compare the sales figures to find the highest value. The highest sales figure is R61 340, which occurred in March.
The business made more money in March.
Step 1: Sum the sales from January to June.
Step 2: Add the Interest from Investments to the Total Sales to find the Total Income (A).
The value of A, the total income, is .
Step 1: Sum all known expenditure items (excluding Salaries B).
Step 2: Subtract the known expenditures from the Total Expenditure to find B (Total Salaries).
Step 3: Calculate the salaries per month by dividing B by 6 months.
The value of B is , and the money spent on salaries per month is .
Step 1: Identify the months where sales were greater than R50 000. • January: R58 880 (> R50 000) • February: R57 650 (> R50 000) • March: R61 340 (> R50 000) • April: R50 070 (> R50 000) • May: R46 660 (< R50 000) • June: R45 390 (< R50 000) There are 4 months with sales greater than R50 000.
Step 2: Calculate the probability as a fraction.
Step 3: Convert the probability to a percentage, rounded to two decimal places.
The probability that the sales will be greater than R50 000 is .
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1.1.1 Step 1: Identify the sales for each month from the "Income" table. • January: R58 880 • February: R57 650 • March: R61 340 • April: R50 070 • May: R46 660 • June: R45 390 Step 2: Compare the sales figures to find the highest value.
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.