What is the formula for high angle site?

What is the formula for high angle site?

• A. (Angle of Site/10) * 10-mil site factor
• B. (Angle of Site/5) * 5-mil site factor
• C. (Angle of Site/15) * 15-mil site factor
• D. (Angle of Site/20) * 20-mil site factor

Answer: (A)

The correct formula for high angle site calculation involves using the angle of site in conjunction with a specific mil site factor to determine the proper adjustment for artillery fire. In the given context, option A uses the formula (Angle of Site/10) * 10-mil site factor, which equates the angle of site to a standard conversion that effectively transforms the angle measurement into a mil value, providing a consistent and practical method for calculating adjustments. This approach is grounded in the fundamental principles of artillery fire control, where adjustments for high angles are particularly sensitive due to the unique trajectory and reach of the projectile at steep angles. By using a divisor that matches the site factor, the calculation ensures that the resulting value is appropriately scaled for the adjustments needed at high angles. The other options, while similarly structured, use different divisors and site factors that do not adhere to the standard practices for high angle calculations. Each has a specific application, but in the context of high angle fire control, the formulation in option A is recognized as the correct method.

The correct formula for high angle site calculation involves using the angle of site in conjunction with a specific mil site factor to determine the proper adjustment for artillery fire. In the given context, option A uses the formula (Angle of Site/10) * 10-mil site factor, which equates the angle of site to a standard conversion that effectively transforms the angle measurement into a mil value, providing a consistent and practical method for calculating adjustments.

This approach is grounded in the fundamental principles of artillery fire control, where adjustments for high angles are particularly sensitive due to the unique trajectory and reach of the projectile at steep angles. By using a divisor that matches the site factor, the calculation ensures that the resulting value is appropriately scaled for the adjustments needed at high angles.

The other options, while similarly structured, use different divisors and site factors that do not adhere to the standard practices for high angle calculations. Each has a specific application, but in the context of high angle fire control, the formulation in option A is recognized as the correct method.