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An iceberg and a ship separated by miles are moving directly toward each other. The iceberg is floating at mile per hour, whereas the ship is traveling at miles per hour. Assuming that neither changes course, how long will it be before the two collide?If necessary, round your answer to the nearest minute.____ hours and ____ minutes
Full solution
Q. An iceberg and a ship separated by miles are moving directly toward each other. The iceberg is floating at mile per hour, whereas the ship is traveling at miles per hour. Assuming that neither changes course, how long will it be before the two collide?If necessary, round your answer to the nearest minute.____ hours and ____ minutes
- Find Combined Speed: We need to find the combined speed of the iceberg and the ship as they are moving towards each other.Speed of iceberg: mile per hourSpeed of ship: miles per hourCombined speed Speed of iceberg Speed of shipCombined speed miles per hour
- Calculate Time: Now, we need to calculate the time it will take for the iceberg and the ship to cover the distance between them.Distance between iceberg and ship: milesCombined speed: miles per hourTime Distance Combined speedTime Time hours
- Convert to Minutes: We need to convert the decimal part of the hours into minutes.The whole number part is the number of hours, which is hours.To find the minutes, we multiply the decimal part by .Minutes Minutes minutesWe round this to the nearest minute.Minutes minutes
