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Plane and The Wind Vectors and Projectiles
Suppose the three planes within the animation below. Every plane is heading south along with a speed of 100 mi/hr. Every plane flies amidst a wind that blows at 20 mi/hr. Here in the first case, the plane encounters a tailwind (from behind) of 20 mi/hr. The joint effect of the tailwind and the plane speed gives a resultant velocity of 120 mi/hr. In another case, the plane encounters a headwind (from the front) of 20 mi/hr. A combined effect of the headwind and the plane speed gives a resultant velocity of 80 mi/hr. In the third case, the plane encounters a crosswind (from the side) of 20 mi/hr. A combined effect of the headwind and the plane speed gives a resultant velocity of 102 mi/hr (directed at an 11.3 degree angle east of south).
It appears the intensity will be maximized at that positions where path dissimilarity is an integral multiple of wavelength these points are called as points of constructive inter
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what is the formula of work done
We here at Brilliant assume that you work through these problems using some sort of writing utensil. Take your pen or pencil, balance it on its tip, and let go. It falls over. How
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