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A gazelle is running in a straight line (the x-axis). The graph shows this animal's velocity as a function of time.
- During the first 12.0 s, find the total distance moved.
- During the first 12.0 s, find the displacement of the gazelle.
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- A car traveling 98 km/hkm/h is 250 mm behind a truck traveling 83 km/hkm/h . How long will it take the car to reach the truck? answer using two significant figures.Convert the following units: 1. 10° µm to cm 2. 2.4 × 103km to mm 3. 3 days to minutes 4. 1,200 mg to kg4) The two disks A and B have a mass of 3 kg and 5 kg, respectively. If they collide with the initial velocities shown, determine their velocities just after impact. The coefficient of restitution is e=0.65.
- The correct conversion of speed limit of 65 mi/h in terms of SI unit is 1.609 km) (Given 1 mile = Oa 16.67 m/s O b. 18.06 m/s Oc 29.05 m/s Od. 234 m/sA stone is tossed into the air from ground level with an initial velocity of 30 m/s. Its height at time t is h(t) : 30t – 4.9t2 m. Compute the stone's average velocity ū in m/s over the time intervals [2, 2.01], [2,2.001], [2,2.0001] and [1.9999, 2], [1.999, 2], [1.99, 2]. (Use decimal notation. Give your answers to three decimal places.) Ū12,2.01] = m/s Ü12,2.001] = m/s U12,2.0001] = m/sFigure E1.28 y В (15.0 m) D (10.0 m) 30.0° 53.00 25.0° Č (12.0 m) A (8.00 m) 3. Given the vectors on Fig E1.28: a. Find the components of each vector. Express your answers in î , ĵ, and k notation.
- The speed of light is about 3.00 ✕ 108 m/s. Convert this figure to miles per hour.1 If D= (6.001 - 5.00j) m, B= (-5.00 +6.00j) m, and A (1.001- 10.05) m, find the unknown constants a and b such that aD + bB+A=0. a = -2.31578947 X b = 6.1 XA piece has mass of 57.41 g and volume of 3.62 cm3. The density of the piece in kilogram per cubic meter is: a. 1.585 x 103 kg/m3 Ob.15.85 kg/m3 OC 1.585 x 104 kg/m3 Od.1.585 x 102 kg/m3
- A miner in the underground tunnel walks 9 m due East, 90 m due South and 119 m due West. What was the total distance covered by the miner? Select one. Oa no answer Ob 218 m Oc 142.126/m Od mcomplete given.Calculate the following in base SI units. a) 2.1 nm + 315.0 pm/min³ × (4.32 s)³ b) 210.0 kg + 4.52 g/cm x 5.13 in.An astronomical unit (AU) is the average distance between the Earth and the Sun, approximately 1.50 × 10° km. The speed of light is about 3.00 x 10° m/s. Express the speed of light in astronomical units per minute. Number Units