This depends on the aerodynamic shape, weight, size of your vehicle. The optimal speed for fuel economy will be faster for a low to ground, relatively pointed shaped vehicle as compared to a van or SUV. Generally speaking, if you are driving faster 65 mph, you are probably burning more gas to compensate for the increased wind resistant.
you should drive your bike in around 35 to 50 km speed you should give adequate accelerator
if drive at 55.6 miles a hour you will get best mileage.
No, you should not. Your speed should depend on the weather conditions, and you should only drive a speed that is safe according to current visibility and road conditions.
Yeah... People need speed limits to know the correct speed to drive, some people may argue that people will know what speed they should drive at, but what about people who are new?
Whatever the speed limit is.
drive it in reverse Cars these days with electronic vehicle speed sensors register mileage going forward or backward. There is nothing a homeowner can do legally do to alter the vehicles mileage.
This easiest way to squeeze the most mileage out of a gallon of gas is simply to drive slower. Aerodynamic drag increases significantly as speed increases. For example, the air resistance acting against your car at 70 miles per hour is twice as much as the air resistance at 50 miles per hour. So, drive slower for better gas mileage.
The mileage from Winnipeg, Manitoba to Wisconsin Dells Parkway is roughly 661 miles, or 1083km and will take about 10.5 hours to drive according to legal highway speed limits.
speed
That would depend on the year and how you drive your Miata. In my 1990, I drive it hard, and get about 26 miles per gallon city and about 37 on the highway driving at a constant speed.
You should adjust your speed to a reasonable and safe speed. There is no specific number attributed to it.
You should always drive within the speed limit for any road. Also, you should always drive at an appropriate speed for the road and weather conditions, and within the braking distance for any sudden need to stop.