Car geeks do not stop making challenges between cars and the purpose of these challenges is different from time to time. There are challenges that test speed and fuel consumption, there are also some challenges that are designed to measure the durability of a vehicle in a variety of conditions, which are often very harsh, such as deserts or cold weather.
Today's challenge is a speed challenge between Honda NSX and the Mercedes AMG GT R, the so-called "Green Monster". Who do you think will win?
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The Honda NSX carries the name of Acura, and the Honda NSX relies on a hybrid engine with 4 engines. The first engine of the car is a 6-cylinder engine with a capacity of 3.5 liters and turbo also works on gasoline that generates 500 hp and a torque of 550 Newton. For the other three engines, they are not gasoline engines because the car is hybrid, but electric ones. Two of them are in the front, each of which produces 36 horsepower and the fourth is at the rear and generates 47 horsepower and 135 torque.
575 horsepower is the combined power of the four engines and 645 torque.
The Honda NSX can accelerate from zero to 100 km / h in just 3 seconds, a record time that makes it one of the fastest cars in the world. The maximum speed it can reach is 307 km / h.
The price of the Honda NSX is approximately 156,000 US $ equivalent to approximately 56,740.00 QAR.
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Mercedes AMG GT R or Green Monster is based on a 4 liter V8 engine, and there is also a twin turbocharger capable of generating 585 hp and 700 Newton of torque.
The Mercedes AMG GT R accelerates from zero to 100 km / h in 3.6 seconds, with a top speed of 318 km / h.
The price of the Mercedes AMG GT R is 174,500 $ equivalent to approximately 635,180 QAR.
After reading the specifications of both cars, can you guess which car will win ?!
Enjoy watching the video and see which car will win?
Did you expect the Honda NSX to win? The Honda NSX has won this challenge.
The result was the Honda NSX passed a quarter mile in 10.8 seconds while the Mercedes AMG GT R passed a quarter mile in 11.3 seconds.
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