Which scenario is modeled in the diagram below?

Percents

Total

100%

80%

20%

20%

20%

20%

20%

$6.87

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Dimitri used a coupon that saved him 80 percent, or $6.87. He paid $34.35 for the items.

Dimitri used a coupon that saved him 80 percent, or $27.48. He paid $34.35 for the items.

Dimitri used a coupon that saved him 80 percent, or $6.87. The price of the items before the discount was $34.35.

Dimitri used a coupon that saved him 80 percent, or $27.48. The price of the items before the discount was $34.35.

Dimitri used a coupon that saved him 80 percent, or $27.48. The price of the items before the discount was $34.35.

Dimitri used a coupon that saved him 80 percent, or $27.48. The price of the items before the discount was $34.35.

Step-by-step explanation:

Diagram is missing but from given options only one option make sense

Dimitri used a coupon that saved him 80 percent, or $27.48. The price of the items before the discount was $34.35.

Cost Price = $34.35

Saving = 80% = (80/100) * 34.35 = $27.48

Let check other options:

Dimitri used a coupon that saved him 80 percent, or $6.87. He paid $34.35 for the items.

Paid = $34.35 Saved = $6.87 = > cost Price before discount = $34.35 + $6.87 = $41.22 & 80% Disount means = $32.976 ≠ 6.87

Dimitri used a coupon that saved him 80 percent, or $27.48. He paid $34.35 for the items.

Paid = $34.35 Saved = $27.48 = > cost Price before discount = $34.35 + $27.48 = $61.83 & 80% Disount means = $49.464 ≠ 27.48

Dimitri used a coupon that saved him 80 percent, or $6.87. The price of the items before the discount was $34.35

before the discount was $34.35 80% Disount means = $27.48 ≠ 6.87

so only correct option is

Dimitri used a coupon that saved him 80 percent, or $27.48. The price of the items before the discount was $34.35.