Question
Two health clubs, offer different pricing plans for their members both health clubs charge a one time sign-up fee and a monthly membership fee the equation y=48x+40 represents the health club a charges health club B charges a $35 sign up fee and a $36 per month how much more does B cost?
Answers
GPT 3.5
For health club B, the equation to represent the monthly membership fee is y = 36x + 35.
To calculate how much more health club B costs than health club A, we need to compare the monthly membership fees of both clubs.
Since health club A's monthly membership fee is y = 48x + 40, we will subtract this equation from the equation of health club B.
The difference in cost can be represented as: (36x + 35) - (48x + 40)
Simplifying this expression: 36x + 35 - 48x - 40
Combining like terms: -12x - 5
Therefore, health club B costs $12x + $5 more than health club A.
To calculate how much more health club B costs than health club A, we need to compare the monthly membership fees of both clubs.
Since health club A's monthly membership fee is y = 48x + 40, we will subtract this equation from the equation of health club B.
The difference in cost can be represented as: (36x + 35) - (48x + 40)
Simplifying this expression: 36x + 35 - 48x - 40
Combining like terms: -12x - 5
Therefore, health club B costs $12x + $5 more than health club A.
Related Questions
at college 62 students were memebers of the chior or clubs 41 were members of the choir, and 12 were...
You are choosing between two health clubs. Club A offers a membership fee of $10 plus $15 per month....
Some students compared how many clubs they belong to.
Regan
Vicky
Sophia
Luther
Baldwin
Colt...
Question
You are choosing between two health clubs. Club A offers a membership fee of $10 plus $15...