Search results
4 dni temu · The formula to calculate the turning radius (\ (R\)) of a car is given by: \ [ R = \frac {L} {\sin (\theta)} \] where: \ (R\) is the turning radius in meters, \ (L\) is the wheelbase of the car (distance between the front and rear wheels) in meters, \ (\theta\) is the steering angle in degrees.
2 dni temu · Calculate the capacity of a 4 cylinder engine having bore diameter 50 mm and stroke length of 250 mm in cubic inches.. Given, no. of Cylinders, N = 4; bore diameter, D = 50 mm; and stroke length, L = 250 mm.Also, the problem statement requires the engine capacity in cubic inches. Let's set the unit for the engine displacement to cu in.. Step 1: Identify the number of cylinders and input the ...
3 dni temu · Use the F1 points simulator / calculator to create your own points system definition and seasons. Ever wanted to apply a non-standard point system to figure something out, a nagging what-if or just to see what would have been the outcome if things were different? Welcome to the ultimate F1 simulator.
3 dni temu · Calculation Formula. The radius of gyration, \(k\), can be calculated using the formula: \[ k = \sqrt{\frac{I}{m}} \] where: \(k\) is the radius of gyration, \(I\) is the moment of inertia (kg·m²), \(m\) is the mass (kg). Example Calculation. Suppose an object has a moment of inertia of 40 kg·m² and a mass of 10 kg.
5 dni temu · Calculation Formula. The formula to calculate vehicle speed using gear ratios is: \ [ \text {Vehicle Speed (mph)} = \frac {\text {Engine Speed (RPM)} \times \text {Tire Diameter (inches)} \times \text {Final Drive Ratio} \times \text {Transmission Ratio} \times 60} {5280} \]
4 dni temu · A simple approximation formula is: \ [ R_ {min} = D + 2T \] where: \ (R_ {min}\) is the minimum bend radius (mm), \ (D\) is the outer diameter of the tube (mm), \ (T\) is the thickness of the tube wall (mm). Example Calculation. For a tube with an outer diameter of 25 mm and a wall thickness of 3 mm, the minimum bend radius would be:
4 dni temu · Example Calculation. Consider a scenario where: Total Change in BAC: 0.08%; Total Time: 4 Hours; Using the formula: \[ \text{Burn Off Rate} = \frac{0.08}{4} = 0.02 \text{ BAC/hour} \] This means the BAC decreased at a rate of 0.02% per hour. Importance and Usage Scenarios. The Alcohol Burn Off Rate is significant for:
