1Donut Half Dozen Donuls Dozen Donuts Donut Holes $$ \$ 1.29 $$ $$ \$ 6.59 $$ $$ \$ 12.00 $$ $$ \$ 4.89 $$ Coffee $$ \$ 2.19 $$ hot or iced Latte $$ \$ 3.49 $$ vanilla, caramel, or mocha Hot Chocolate $$ \$ 2.79 $$ 3 Dozen Donuts $$ \qquad $$ 2 Iced Coffees $$ \qquad $$ 2 Hot Chocolates - Subtotal $$ \qquad $$ $$ \qquad $$ 5\% Discount $$ \qquad $$ New Subtotal $$ \qquad $$ $$ 8 \% $$ Tax (based on the new subtotal $$ \qquad $$ $$ 20 \% $$ Tio (based on original subtotal $$ \qquad $$

Question

UpStudy AI · Accepted Answer

Let’s work through the calculations step by step.

Step 1. Determine the cost of each item:

• The “Dozen Donuts” price is given as \$12.00. For 3 dozen donuts:
  3 × \$12.00 = \$36.00

• For an iced coffee the menu shows a price of \$2.19. For 2 iced coffees:
  2 × \$2.19 = \$4.38

• The hot chocolate is priced at \$2.79. For 2 hot chocolates:
  2 × \$2.79 = \$5.58

Step 2. Compute the original subtotal:

Subtotal = \$36.00 + \$4.38 + \$5.58 = \$45.96

Step 3. Apply the 5% discount:

Discount = 5% of \$45.96 = 0.05 × \$45.96 ≈ \$2.30
  New Subtotal = \$45.96 – \$2.30 = \$43.66

Step 4. Add the 8% tax (based on the new subtotal):

Tax = 8% of \$43.66 = 0.08 × \$43.66 ≈ \$3.49

Step 5. Calculate the 20% “Tio” (tip) based on the original subtotal:

Tip = 20% of \$45.96 = 0.20 × \$45.96 ≈ \$9.19

Step 6. Finally, add the new subtotal, tax, and tip to get the final total:

Final Total = \$43.66 + \$3.49 + \$9.19 = \$56.34

Summary of the calculations:

• Subtotal:    \$45.96  
 • 5% Discount:   –\$2.30  
 • New Subtotal:   \$43.66  
 • 8% Tax:     \$3.49  
 • 20% Tip (Tio):   \$9.19  
 • Final Total:   \$56.34

Thus, the total amount is approximately \$56.34.
The total cost is \$56.34.

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