What mathematical formula or equation do we need to use in order to solve this problem?"Suppose that you are travelling with your family to Batangas City Pier on a weekend, for a distance of about 150 km and your average speed is 75 km/h."Question 4AnswerA.Speed = Distance ÷ TimeB.Time = Distance ÷ SpeedC.Distance = Speed x TimeD.Distance = Time ÷ Speed
Question
What mathematical formula or equation do we need to use in order to solve this problem?"Suppose that you are travelling with your family to Batangas City Pier on a weekend, for a distance of about 150 km and your average speed is 75 km/h."Question 4AnswerA.Speed = Distance ÷ TimeB.Time = Distance ÷ SpeedC.Distance = Speed x TimeD.Distance = Time ÷ Speed
Solution
The correct formula to use in this case is B. Time = Distance ÷ Speed. This is because you are given the distance (150 km) and the speed (75 km/h) and you are asked to find the time it takes to travel. By substitifying the given values into the formula, you can find the time it takes to travel to Batangas City Pier.
Similar Questions
What unit of measurement is required to answer the question in the problem?"Suppose that you are travelling with your family to Batangas City Pier on a weekend, for a distance of about 150 km and your average speed is 75 km/h."
"Suppose that you are travelling with your family to Batangas City Pier on a weekend, for a distance of about 150 km and your average speed is 75 km/h."Question 3AnswerA.hour/s ( h )B.meters per second (mps)C.kilometers (k)D.meter/s (m)
How long will it take you to complete the trip? Choose the final answer. "Suppose that you are travelling with your family to Batangas City Pier on a weekend, for a distance of about 150 km and your average speed is 75 km/h."Question 5AnswerA.3 hB.2 hC.2 kphD.2 mph
Select the correct answerA person can travel a certain distance in 5 hours. If he reduced his speed by 41.66% then he would cover 150 km less in same time. Find the actual speed of that person?Options70 km/hr.72 km/hr.75 km/hr.74 km/hr.
Linda left her home at 08.15 a.m. She drove a distance of 275km and arrived at her father's home at 11.00 a.m. Determine the average speed, in km/h, for Linda's journey.
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