Responder:
El remolque del tractor no atropellará a la vaca.
Explicación:
Dado lo siguiente:
Velocidad del tractor remolque: 69 km / h
Tiempo necesario para detenerse después de aplicar los frenos = 4 segundos
Distancia de vacas desde el remolque del tractor = 25 metros
Por lo tanto, la distancia recorrida por el remolque del tractor después de aplicar los frenos:
Velocidad del tractor remolque / Tiempo
69 km / h = (69 * 1000) m / 3600s = 69000m / 3600s = 19.17m / s
(19,17 m / s ÷ 4 s) = 4,8 m
Como la distancia de la vaca está más lejos (25 m), el remolque del tractor no pasará por encima de las vacas
Depreciation involves the reduction in the value of a quantity
The rate of depreciation is about 13%
<h3>How to determine the equation</h3>
From the question, we have the following ordered pairs
(x,y) = {(0,9000) and (5,4500)}
The depreciation equation is represented as:
At (0,9000), we have:
At (5,4500), we have:
This gives
Solve for b^5
Take the 5th roots
So, we have:
The rate (r) is then calculated as:
This gives
Express as percentage
Hence, the rate of depreciation is about 13%
Read more about depreciation at:
brainly.com/question/11479847
Pull over and let the car behind you pass
<span>The daily driving limit for time spent behind the wheel should be no more than Six to eight hours.
Passed this point, both your mind and your muscles will be exhausted and your response time will be way slower than normal, which will increase the risk of collision on the road.</span>
We need a bit more context (like what liquids)
