Q:
1)) For 10.0 minutes, Eva drove her tractor at a constant velocity across a field. If her
tractor traveled 204 meters during this time, what was the tractor's velocity?
()) Write your answer to the tenths place.
meters per minute across the field
Q:
1) A barracuda is swimming to a coral reef that is 84 meters away. The barracuda swims at
a constant velocity of 7 meters per second toward the reef. How long will it take the
barracuda to get one-quarter of the way to the coral reef?
Q:
1) A supersonic jet is fiying west at one-third of its maximum speed. The jet's top speed is
5,400 kilometers per hour. If the jet's velocity remains constant, how much time will it take
the jet to fiy 3,600 kilometers?
Q:
4) Sanjay shoots a hockey puck in the last 15 seconds of a hockey game. The puck is now
sliding toward the goal at 15 meters per second. If its velocity remains constant how much
time will it take the puck to slide 27 meters?
Q:
A) A maple tree seed is falling straight down at 92 centimeters per second. If its velocity
remains constant, how long will it take the seed to fall 230 centimeters?
b) Write your answer to the tenths place.
Q:
A square conducting wire, in a plane with an infinitely-long current-carrying wire, is oriented with one of its sides parallel
to the long wire. The square is equipped with an ideal battery (which doesn't contribute to the physical dimensions of the
square) and exhibits a fixed resistance. It is pulled at a constant speed directly away from the long wire, while remaining
in the same plane. The grid lines give an indication of how the dimensions of the square compares to the position of the
square relative to the wire at a single moment in time.
Q:
Un bloque de aluminio de 1.00 kg se calienta a presión atmosférica de modo que su
temperatura aumenta de \( 22.0^{\circ} \mathrm{C} \) a \( 40.0^{\circ} \mathrm{C} \). Encuentre el trabajo consumido en el
aluminio.
Q:
1) A hockey puck is sliding from the center line toward the goal line of a 61 -meter-long
hockey rink at 18 meters per second. If its velocity remains constant, how far will the puck
slide in 1.5 seconds?
Q:
La ecuación del movimiento circular e: \( f(x)=1 / 2 t^{2} \). Calcular:
¿Cuál es la velocidad angular al cabo de 7 seg ?
). ¿Cuál es la aceleración angular al cabo de 7 seg ?
Q:
Nombre:
el Una esfera es lanzada tal como se muestra en
el gráfico, realizando un MPCL. Calcular el
tiempo de vuelo. \( \left(\mathrm{g}=10^{\left.\mathrm{m} / 3^{2}\right)}\right. \)
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