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iosangel:

pls help with this!

iosangel:

Shadow:

Any ideas of where to start?

iosangel:

No

Shadow:

So they want an expression for the cost of signing up and maintaining the membership at the gym. The initial cost is a fee of $80 for signing up. But they are offering $20 off so, \[80 - 20\] Next, there is a monthly cost of $15 per month. The number of months is presented by x, so \[80 - 20 + 15x\] Next, there is an additional monthly cost of $5 for equipment, so \[80 - 20 + 15x + 5x\]

Shadow:

I am sure you can simplify this expression.

iosangel:

20x+60

Shadow:

Correct

Shadow:

I don't know what the membership fees and monthly costs are for Platinum Gym so..

Shadow:

Can't help you b)

iosangel:

its $60

Shadow:

That can't be all. Or is it?

iosangel:

well not really this question is connected to the first question i did which was

1 attachment
iosangel:

Tom and his best friend Edward are seeking to join a gym. Tom saw on television that Platinum Gym was having a grand opening in a few months. Tom is considering a membership at Platinum Gym. Platinum Gym charges a one-time registration fee of $60, and membership is $20 a month. Tom's best friend Edward says he plans to join Super Fit because Super Fit only charges $10 a month but has a one-time registration fee of $150. Write an expression to represent the membership cost of Platinum Gym for x months But ive already done the question

Shadow:

Yeah so it would be 60 + 20x, same exact expression

iosangel:

Okay, so here is the full question and the answers that i gat that were supposed to go with that question.... I think this may help? Tom and his best friend Edward are seeking to join a gym. Tom saw on television that Platinum Gym was having a grand opening in a few months. Tom is considering a membership at Platinum Gym. Platinum Gym charges a one-time registration fee of $60, and membership is $20 a month. Tom's best friend Edward says he plans to join Super Fit because Super Fit only charges $10 a month but has a one-time registration fee of $150. (a) Write an expression to represent the membership cost of Platinum Gym for x months. (b) Write an expression to represent the membership cost of Super Fit for x months. (c) If Tom decides to join Platinum Gym and Edward joins Super Fit, who would pay less during the first month of membership? Who would pay less after a year of membership? Show your work. (d) Is there a membership period for which Tom and Edward would pay the same amount? If so, how long would this membership be and how much would it cost? Show your work. (e) Which gym membership is a better deal? Explain why. Answer: a) C = 60 + 20x (1) b) C = 150 + 10x (2) c) Platinum after 1 month would cost 60 + 20(1) = $80 Super Fit after 1 month would cost 150 + 10(1) = $160 So...Tom would pay less than Edward in the first month Platinum after 1 year = 12 months would cost 60 + 20(12) = $300 Super Fit after 1 year would cost 150 + 10(12) = $270 So Edward would pay less after 1 year d) Set (1) and (2) equal to find the equalized costs after x months e) If you’re planning on a long term then super fit is the better deal… but if you’re wanting to 8 months then platinum us better…. so I would think super fit.

Shadow:

my eyes ._.

iosangel:

lol

Shadow:

I think you have a good enough understanding to tackle this. But let me know if you struggle with something.

iosangel:

Lol okay, thanks!

Shadow:

No problem

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