Pregunta
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6 When must payment Plan \( A \) be fully paid to enjoy the special concession? 7. Calculate how much you would save if you chose Payment Plan \( A \) instead of Payment Plan \( B \).

Ask by Crawford Huang. in South Africa
Feb 10,2025

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To enjoy the special concession with Payment Plan \( A \), it must be fully paid when the total amount to be paid is at least equal to the concession amount. To find out how much you save by choosing Payment Plan \( A \) over Payment Plan \( B \), subtract the total amount for Plan \( A \) from that of Plan \( B \).

Solución

To determine when Payment Plan \( A \) must be fully paid to enjoy the special concession, we need to know the total amount to be paid and the concession amount. Let's assume: - Total amount to be paid = \( T \) - Concession amount = \( C \) The special concession is only applicable if the total amount to be paid is greater than or equal to the concession amount. Therefore, Payment Plan \( A \) must be fully paid when the total amount to be paid is greater than or equal to the concession amount. To calculate how much you would save if you chose Payment Plan \( A \) instead of Payment Plan \( B \), we need to know the difference in the total amount to be paid between the two plans. Let's assume: - Total amount to be paid in Payment Plan \( A \) = \( T_A \) - Total amount to be paid in Payment Plan \( B \) = \( T_B \) The amount saved by choosing Payment Plan \( A \) instead of Payment Plan \( B \) is the difference between the total amounts to be paid in the two plans. Therefore, the amount saved is \( T_B - T_A \). Please provide the specific values for the total amounts to be paid in Payment Plan \( A \) and Payment Plan \( B \) to calculate the amount saved.

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To enjoy the special concession available with Payment Plan \( A \), it must be fully paid by the specified due date, which is typically outlined in the agreement. Missing this deadline could result in losing the concession, so it's crucial to stay on top of those payment schedules. To calculate how much you would save by choosing Payment Plan \( A \) over Payment Plan \( B \), simply subtract the total cost of Plan \( A \) from the total cost of Plan \( B \). If Plan \( A \) costs $1,000 and Plan \( B \) costs $1,200, for example, you would save $200 by selecting Plan \( A \). Always make sure to check for any hidden fees that might affect your final savings!

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