What is the power of an engine that pulls a automobile at asteady speed of 10m/s along a level road
The answer is simple. In 2000, the New England Patriots drafted QB Tom Brady out of Michigan with the 199th pick overall in the NFL Draft. Brady was typically known as a non-mobile, system type quarterback who struggles under pressure. Despite this, in his sophomore season in 2001, Bill Belichick had elevated his former 6th round draft pick to the 2nd slot on the depth chart for quarterbacks, behind franchise star Drew Bledsoe. Bledsoe would fail miserably, as he led the Patriots to a 0-2 start, and got knocked out of the game in week 2 against the New York Jets. This would thrust second-year QB Tom Brady into the starting role for the Patriots. Brady would never look back, as he simply took the reigns and led the team to an 11-5 record, and a spot in the AFC divisional round at home, where Brady and the Patriots helped take care of business against Oakland. Soon following, the Patriots would go on to beat the Steelers in Pittsburgh as well as upset the St. Louis Rams and Kurt Warner after being 14 point underdogs prior to the big game in the Super Bowl. Brady became MVP of the game and was the league's newest star. He went on to win 3 MVPs, 5 Super Bowls, appear 9 times in the big game, and most notably go 16-0 for the first time in NFL history. He has also thrown for 517 touchdowns and counting as well as 70,000+ passing yards. Brady is truly the greatest QB of all time, and a win on February 3rd against Los Angeles would further elevate his position as one of the most iconic athletes in American sports history.
The answer is a Squat Car. Police cars have maximum speeds of up to 10 m/s as I have experienced running from Alcatraz.
no way to tell.
What is the friction?
What is the weight of the car?
Is there any unused engine capacity?
To determine the power of an engine that pulls an automobile at a steady speed of 10 m/s along a level road, we need to know the force exerted by the engine and the velocity at which it is moving.
The power (P) of an engine is given by the equation:
P = F * v
Where:
P = Power (in watts)
F = Force (in newtons)
v = Velocity (in meters per second)
Since the car is moving at a constant speed of 10 m/s, we know that the force exerted by the engine is equal to the resistive force opposing the motion, which includes factors like air drag, rolling resistance, and other friction forces.
Unfortunately, the information provided in the question is not sufficient to calculate the power directly. To determine the power, we would need additional details such as the mass of the automobile and the resistive force acting against it.
However, if we assume the automobile is moving at a steady speed of 10 m/s with no additional information, we can make a few reasonable assumptions to estimate the power. Let's assume a resistive force of 500 N (this value can vary significantly depending on the automobile, road conditions, etc.). With this assumption, we can calculate the power as follows:
P = F * v
P = 500 N * 10 m/s = 5000 watts (or 5 kilowatts)
Please note that this calculation is an estimation based on assumptions and the actual power required may vary depending on various factors.