Mo has a credit card that gives a 3% discount on every purchase. The annual percentage rate on the card is 12%. He is purchasing an electronic reader for $140. Check all that apply. If Mo uses the credit card and pays the full balance during the billing cycle, the cost of the purchase will be $140. If Mo pays cash, the cost of the purchase will be $140. If Mo uses the credit card and pays off the balance at $30 a month for 7 months with no late fees, the cost of the purchase will be $143.34. If Mo pays cash, the cost of the purchase will be $135.80. If Mo uses the credit card and pays off the balance at $20 a month for 7 months with no late fees, the cost of the purchase will be $139.89. If Mo uses the credit card and pays the full balance during the billing cycle, the cost of the purchase will be $135.80.

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Answer:

B: If Mo pays cash, the cost of the purchase will be $140.

E: If Mo uses the credit card and pays off the balance at $20 a month for 7 months with no late fees, the cost of the purchase will be $139.89.

F: If Mo uses the credit card and pays the full balance during the billing cycle, the cost of the purchase will be $135.80.

The correct answers to this question are B, E, and F and they are also

answers 2, 5, and 6.

Based on the information given, the correct options will be:

  • If Mo pays in cash, the cost of the purchase will be $140.
  • If Mo uses the credit card and pays off the balance at $20 a month for 7 months with no late fees, the cost of the purchase will be $139.89.
  • If Mo uses the credit card and pays the full balance during the billing cycle, the cost of the purchase will be $135.80.

It should be noted that when she pays in cash, she'll have to pay $140.  In a situation whereby she uses the credit card, she'll be given a discount of 3%. Therefore, the amount that she'll have to pay will be:

= $140 - (3% × $140)

= $140 - (0.03 × $140)

= $140 - $4.20

= $135.80.

In conclusion, the correct options are B, E, and F.

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