Answer: The Rate constant is 1.209
Explanation:
in the attachment
Explanation:
Below is an attachment containing the solution.
Answer:
950-kg subcompact car be moving to have the same kinetic energy of truck at 116.08 km/hr
Explanation:
Kinetic energy of body with mass m and moving at velocity v is given by
KE of truck
KE of subcompact car
Equating
So 950-kg subcompact car be moving to have the same kinetic energy of truck at 116.08 km/hr
To have the same amount of kinetic energy as a 3.2x10^4kg truck moving at 20km/h, a 950-kg subcompact car would need to be moving at an approximate speed of 224 m/s.
The problem requires us to calculate the speed that a 950-kg car must achieve to have the same kinetic energy as a 3.2×104-kg truck moving at 20 km/h. The kinetic energy of an object is represented by the equation K = 0.5mv² where m signifies mass and v speed.
The truck's kinetic energy can be calculated using this formula: Ktruck=0.5(3.2×104kg)(20 km/hr * 1000 m/km / 3600 s/hr)² = 1.96 x 107 J.
For the car to have the same kinetic energy, we set up the following equation and solve for v: 1.96 x 107 J = 0.5(950 kg)v², yielded v = 224 m/s.
Thus, the subcompact car needs to move at a speed of 224 m/s to have the identical kinetic energy as the truck moving at 20 km/h.
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Answer:
atoms remain bonded to each other in physical changes.
Explanation:
Answer:
c
Explanation:
b.yes, the obtained speed is almost equal to the world-record.
c.no, the obtained speed is greater than the world-record.
d.no, the obtained speed is almost equal to the world-record.
The answer is
A. Yes, the obtained speed is less than the world record
The explanation:
when the obtained speed is 6 m /s
and the world record speed = distance / time = 100 m / 10 s = 10 m/s
So, Yes, the obtained speed is less than the world record
Not only is it less, its also a reasonable average speed for a somewhat athletic person. Therefore, the leap is entirely possible.
-Samuel Brady gained his lasting notoriety for his leap over the Cuyahoga River around 1780 in what is now Kent, Ohio. After following a band of Indians into the Ohio country, a failed ambush attempt resulted in the band chasing Brady near the Cuyahoga River. To avoid capture, Brady leaped across a 22-foot (6.7 m) wide gorge of the river (which was widened considerably in the 1830s for construction of the Pennsylvania and Ohio Canal) and fled to a nearby lake where he hid in the water under a fallen tree using a reed for air.
Part (a): The minimum speed of Brady should be to cross the cliff.
Part (b): The speed of Brady’s leap is possible to achieve, as it is less than the speed of world record.
Further Explanation:
(a)
Brady jumps from a cliff to go on other side. He crosses horizontal distance from a height of . To jump from cliff, he follows the Newton’s law of motion.
Given:
The horizontal distance is .
The vertical distance is .
Concept:
The horizontal distance in meter is .
The vertical distance in meter is .
To obtain the time of flight, applying one of the equation of motion given as:
Substitute for and rearrange the above equation for :
Substitute for and for in above equation.
The time of flight and time taken to cover horizontal distance are equal.
Horizontal velocity of Brady given as:
Thus, the minimum speed of Brady should be to cross the cliff.
(b)
The minimum speed with which Brady is running is .
The speed of world record given as:
Thus, the speed of Brady’s leap is possible to achieve, as it is less than the speed of world record.
Learn more:
1. Projectile motion of a body: brainly.com/question/11023695
2. Body in pure rolling motion: brainly.com/question/9575487
3. Newton’s law of motion: brainly.com/question/6125929
Answer Details:
Grade: High School
Subject: Physics
Chapter: Kinematics
Keywords:
1780, Brady's Leap, Captain, Sam, U.S. Continental Army, horizontally, cliff, Ohio's Cuyahoga, gorge, leap, 22 ft, 20 ft, minimum, speed, river, 100 m, dash, 10 s, jump, time of flight, vertical and distance.