How much does a day pass for LA Fitness cost?
LA Fitness prices range slightly depending on your current location. A lot of gyms will let you try it once for free. But if you are willing to pay for only one day it's cost approximately $15.Bakeboss you dont have that right. LA fitness doesnt allow "free guests" the guess pass is a way to try the gym out so if you use it they expect you to be interested in joining. Guest Privildges on added onto your membership is $20 each month and then you are able to bring guests along with you when you workout.
Would it be safe to only eat one meal per day?
As far as survival is concerned, then yes you can survive even on one balanced meal per day.If you talk about having one meal, then does it mean that you just have water for the rest of the day, or even milk/juices/soups/smoothies are taken for the rest of the day?I, however, am in favour of eating atleast three square meals to ensure that my energy stays same throughout the day. Food is fuel to our bodies and a great body needs a good fuel, at regular intervals.
Do Disney Store employees get free admission to their theme parks?
All full and part time Disney hourly employees (excluding contractors, some interns, etc) receive admission to Disneyland and Walt Disney World for themselves (with some block dates) and Main Entrance Passes allowing 16 days of entry for them + 3 (or more if they have more than 3 dependents) to any Disney owned theme park.Salaried employees and hourly with 15+ years of employment receive “unlimited” Main Entrance Passes (still have limit on how many can come in and block dates)As you get higher to certain executive levels, more limits disappear.seasonal employees get sets of three 1-day Park Hopper tickets based on hours worked for the year
Disney World park ticket help!?
You can purchase 4 day tickets and use them throughout the 10 day vacation. What happens is when you first use a ticket, the rest of the days must be used within 14 days. That's the only rule. So you can go to Disney one day, skip two days, go again, skip another day, etc. up until the 14th (or in your case the 10th) day. Multi-day tickets are good for all parks, you don't have to buy individual tickets for certain parks unless you're buying a one-day ticket. As long as you have a day's admission you can enter any park. Hope that makes sense. BTW, extra days get much cheaper so if you want to spend more than 4 days at Disney but think you can't afford it, you should check ticket prices on their website. For instance, the price for a 4 day adult ticket is about $325. The price for a 5 day adult ticket is about $335. Basically for $10 you can visit for another day. If you are trying to avoid exhaustion it might be better to spend more, but shorter days in the parks.
How much are Disneyland tickets at the gate?
Depends on how many days you stay, your age, and if you want to "park hop" between Disneyland Park and Disney's California Adventure.In 2015, a 1-day, 1-park ticket for someone aged 10 or more ran $99. (A child's comparable ticket was $93).A 3-day Park Hopper ticket for guests aged 10+ was $235, while a child's comparable ticket was $224. But buying that 3rd day also entitles guests to "Magic Morning" admission, or an hour's early entrance to the parks on Tuesday, Thursday, or Saturday mornings. Only selected attractions will be operating, but lines should be dramatically shorter.You can calculate ticket prices at Disney's website: Theme Park Tickets. I also strongly recommend getting your tickets ahead of time, rather than at the gate when you arrive. You want to get into the park, not wait around in lines at the ticket booths!.As of May 2018, Disney had introduced a dynamic pricing system for one-day tickets. “Value” days (usually during the week or times when Disney expects fewer guests) start at $97 for an adult. “Regular” tickets start at $117, while “Peak” tickets start at $135.
Systems of equation help ?!?!?
OK Let number of Matinee Admission tickets = x Number of Student Admission tickets = y Regular Admission tickets = z x+y+z = 8500 5x + 6y + 8.5z = 64,600 2x = y (use this one and substitute) x + 2x + z = 8500 3x + z = 8500 5x + 6(2x) +8.5z = 64600 17x + 8.5z = 64600 ; now use the two equation with x and z 3x + z = 8500 which can also be z = 8500-3x 17x + 8.5z = 64600 17x +8.5(8500-3x) = 64600 17x + 72,250 - 25.5x = 64600 -8.5x = -7,650 x = 900 So there were 900 matinee tickets sold. 2x = y 1800 = y So there were 1800 student tickets sold x+y+z = 8500 2700 +z = 8500 z = 5800 So there were 5800 regular tickets sold. Proof 5(900) + 6(1800) + 8.5(5800) = 64600?? 4500 + 10800 + 49,300 = 64,600?? 64,600 = 64,600 YES!! Hope that helps.