@GovRonDeSantis Let’s take some action, hard working citizens should be refunded after the cuts are made and taxes adjusted down or removed. Next is home owners insurance too.
@realannapaulina Yet taxes and insurance almost surpassing my p&i payment, hope @GovRonDeSantis drops them taxes and fixes home owners insurance in FL.
@Teslaconomics So does this mean that faith in @Waymo is not there? It seems like uber is trying to just throw everything at the wall to see what sticks to hopefully compete with Tesla before RoBoTaxi expands
@stevenmarkryan@SawyerMerritt You have too much influence on Elon and Tesla lol I am putting on my tin foil hat and claiming you secretly are Elon’s Bot 🤖 with a face mask on.
@farzyness Does it not let you or does it stop the ride or you just want to try, serious question don’t want to get you in any trouble but curious what will happen?
@farzyness Can you test opening the door randomly mid ride. As a parent one day hoping to send my kids to school in I’d like to hope that you cannot open the door mid ride.
@elonmusk@robotaxi@farzyness To find out how many minutes it takes for 112 rides, each costing $4.20, to reach a total of $42,000, while considering the rides occur within a 13-minute period, we can approach this step-by-step.
First, calculate the cost of 112 rides at $4.20 per ride: 112 rides × $4.20/ride = $470.40
This means every 13 minutes (the duration for 112 rides), a total of $470.40 is accumulated.
Next, determine how many such 13-minute periods are needed to reach or exceed $42,000: $42,000 ÷ $470.40 ≈ 89.2857 periods
Since we can’t have a fraction of a period, we need to consider whether we should round up to 90 periods to ensure the total reaches at least $42,000, or if the question implies stopping as soon as $42,000 is reached.
Let’s calculate the total amount after 89 periods: 89 × $470.40 = $41,865.60
This is just below $42,000. After one more period (90 periods): 90 × $470.40 = $42,336
This exceeds $42,000. To find the exact point at which $42,000 is reached, calculate the fraction of the 90th period needed: Amount still needed after 89 periods: $42,000 − $41,865.60 = $134.40 Fraction of a period to get $134.40: $134.40 ÷ $470.40 ≈ 0.2857 periods Time for this fraction: 0.2857 × 13 minutes ≈ 3.7143 minutes
Total time for 89 full periods: 89 × 13 = 1,157 minutes Add the additional time: 1,157 + 3.7143 ≈ 1,160.7143 minutes
Alternatively, we can calculate the number of rides needed to reach $42,000: $42,000 ÷ $4.20 ≈ 10,000 rides
Since 112 rides occur in 13 minutes, find the time per ride: 13 minutes ÷ 112 rides ≈ 0.116071 minutes/ride
Time for 10,000 rides: 10,000 × 0.116071 ≈ 1,160.71 minutes
Both methods agree, suggesting the time is approximately 1,160.71 minutes. Since the question asks for minutes and the result is nearly an integer, rounding to the nearest minute gives:
Final Answer: 1,161 minutes