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20 cze 2024 · The correct answer is 2 hours. First, we need to manipulate our \(d=rt\) formula so we can solve for time (t). We do this by dividing by the rate on both sides. Our formula now looks like this: \(t=\frac{d}{r}\) Our distance (d) is 120 mi and our rate (r) is 60 mph. \(t=\frac{120\text{ mi}}{60\text{ mph}}=2\text{ hrs}\) Daniel will be driving ...
5 dni temu · Two ships leave port at the same time. Ship A sails north at a speed of 20 mph while Ship B sails east at a speed of 30 mph. Find an expression in terms of the time t (in hours) giving the distance between the two ships.
16 cze 2024 · A quick and useful guide to calculate the distance in Excel with Google Maps. Download our practice book, modify data and exercise.
20 cze 2024 · Two ships leave port at the same time. Ship A sails north at a speed of 20 mph while ship B sails east at a speed of 30 mph. Using the expression obtained in part (a), find the distance between the two ships 2 hr after leaving port.
5 dni temu · Tactical considerations dictate that the proper distance between the objective and the aerial apparatus is the distance that affords the: best climbing angle. At large incidents, later-arriving aerial apparatus are positioned according to the: incident action plan.
26 cze 2024 · When determining the distance between two positions on Earth’s surface, we can use the arc length formula. This formula, denoted as l = θ 360° 2π r, utilizes the angular distance (θ) from the center of the Earth along with the Earth’s radius (r) to calculate the arc length between the two points.
17 cze 2024 · Answer. Verified. 381.3k + views. Hint: Here, we need to find the distance between the ships at the end of 3 hours. First, we will find the distance travelled by the ships in 3 hours. Then, we will find the angle between the paths taken by the ships.
