Two types of memberships are available for a water park:
• an unlimited use membership for $70 per month, or
• a monthly $10 fee plus $5.00 per visit.
enter an equation that can be used to find the number of visits (v) per month needed for the two membership types
to cost the same amount.

The number of visits v = 12 per month needed for the two membership types  to cost the same amount.

Given that,

An unlimited use membership = $70 per month,

A monthly use membership  = $10  

And per visit fee for monthly membership = $5

We have to find,

The number of visits (v) per month needed for the two membership types  to cost the same amount.

According to the question,

The cost of a monthly $10 fee plus $5.00 per visit can be expressed in an equation as follows:

Cost = 10 + 5v

Where v is the number of visits per month.

And, if the two membership types cost the same amount,

Then:

10 + 5v = 70

5v =  70 - 10

v =

v = 12

Hence, The number of visits v = 12 per month needed for the two membership types  to cost the same amount.

For the more information about System of equation click the link given below.

link

12 visits are needed

Step-by-step explanation:

The cost of a monthly $10 fee plus $5.00 per visit can be expressed in an equation as follows:

Cost = 10 + 5*v

where v is the number of visits per month.

If the two membership types  cost the same amount, then:

10 + 5*v = 70

5*v =  70 - 10

v = 60/5

v = 12

circumference divided by 3.141592654 then timesthe radius twice

step-by-step explanation:

circumference divided by 3.141592654 then timesthe radius twice

asdasdsad

step-by-step explanation: