Question

nate likes to go to his local nail salon because he is a premier member there. his membership fee costs $60.00 and that membership allows him to get his nails done for $30.00 every visit. fill in the table to find how much it costs for 2, 4, 5, and 8 visits. use the calculator to help you solve. number of visits (v) total cost (c) cost per visit (c/v) 2 $ 4 $ 5 $ 8 $

Explanation:

Step1: Define the cost formula

The total cost \( c \) is the membership fee plus the cost per visit times the number of visits. So the formula is \( c = 60 + 30v \), where \( v \) is the number of visits.

Step2: Calculate for 2 visits

Substitute \( v = 2 \) into the formula:
\( c = 60 + 30\times2 = 60 + 60 = 120 \)

Step3: Calculate for 4 visits

Substitute \( v = 4 \) into the formula:
\( c = 60 + 30\times4 = 60 + 120 = 180 \)

Step4: Calculate for 5 visits

Substitute \( v = 5 \) into the formula:
\( c = 60 + 30\times5 = 60 + 150 = 210 \)

Step5: Calculate for 8 visits

Substitute \( v = 8 \) into the formula:
\( c = 60 + 30\times8 = 60 + 240 = 300 \)

Answer:

For 2 visits, total cost is \$120.
For 4 visits, total cost is \$180.
For 5 visits, total cost is \$210.
For 8 visits, total cost is \$300.

(The table would be filled as:
Number of visits (v) | Total cost (c) | Cost per visit (\(\frac{c}{v}\))
2 | \$120 | \(\frac{120}{2} = 60\)
4 | \$180 | \(\frac{180}{4} = 45\)
5 | \$210 | \(\frac{210}{5} = 42\)
8 | \$300 | \(\frac{300}{8} = 37.5\) )