Valentina boards an elevator in the lobby that is headed up at 610 feet per minute. Meanwhile, 1,500 feet above, Owen boards an adjacent elevator headed down at 620 feet per minute. How long will it be before Valentina and Owen pass each other?If necessary, round your answer to the nearest second.____ minutes and ____ seconds
Q. Valentina boards an elevator in the lobby that is headed up at 610 feet per minute. Meanwhile, 1,500 feet above, Owen boards an adjacent elevator headed down at 620 feet per minute. How long will it be before Valentina and Owen pass each other?If necessary, round your answer to the nearest second.____ minutes and ____ seconds
Calculate Combined Speed: Determine the combined speed at which Valentina and Owen are approaching each other.Valentina's speed: 610 feet per minuteOwen's speed: 620 feet per minuteCombined speed = Valentina's speed + Owen's speedCombined speed = 610+620Combined speed = 1230 feet per minute
Find Passing Time: Calculate the time it will take for Valentina and Owen to pass each other.Distance between Valentina and Owen: 1500 feetCombined speed: 1230 feet per minuteTime = Distance / SpeedTime =1500/1230Time hickapprox1.2195 minutes
Convert to Minutes and Seconds: Convert the time from minutes to minutes and seconds.Since there are 60 seconds in a minute, we need to find out how many seconds are in the decimal part of the time calculated.0.2195 minutes ×60 seconds/minute ≈13.17 secondsSo, Valentina and Owen will pass each other in approximately 1 minute and 13 seconds.