Can you help me find the angle? **Homework 8 - Circular Motion****Question 5.19**---**Part A**Airplanes bank when they turn. How would you compute the banking angle given the airspeed \( v \) and radius of the turn \( r \)? [*Hint: Assume an aerodynamic "lift" force acts perpendicular to the wings.*]Express your answer in terms of the variables \( v \), \( r \), and appropriate constants.\[ \phi = \]- [Submit] - [Request Answer][Provide Feedback]---No graphs or diagrams are included in the text.

I have used the concept of vertical and horizontal equillibrium

Answered: om/?courseld=12405619&key=2724424745102…

Similar questions

You are working at your university swimming center. The athletic department decides that it would like to install a flag pole of height 10.0 m at the south end of one of the outdoor pools, which lies along a north-south axis. The pool is 3.09 m deep and the flag pole is to be installed 4.35 m from the south edge of the pool, midway along the length of the south edge. (a) Your supervisor knows of your expertise in physics and asks you to determine the distance (in m) of the shadow of the tip of the flag pole on the bottom of the pool from the south wall of the pool on a summer day when the Sun appears directly south and at an angle of 65.0° above the horizon. m
Physics Question is the attached image
Question in the attachments
Looking at the image where it has axes x and u tilted. Find the sum in unit vector notatian. Take W=20 N, F= 10 N, and T= 30 N. T 37° F. 30° 30°
Two forces act on the screw eye. If F₁ = 400 N and F₂ = 600 N, determine the angle between them, so that the resultant force has a magnitude of FR = 800 N.
SEE IMAGE VECTORS HELP
For an independent study project, you design an experiment to measure the speed of light. You propose to bounce laser light off a mirror that is 55.0 km due east and have it detected by a light sensor that is 123 m due south of the laser. The first problem is to orient the mirror so that the laser light reflects off the mirror and into the light sensor. (a) Determine the angle that the normal to the mirror should make with respect to due west. (b) Since you can read your protractor only so accurately, the mirror is slightly misaligned and the actual angle between the normal to the mirror and due west exceeds the desired amount by 0.004°. Determine how far south you need to move the light sensor in order to detect the reflected laser light. m
Q3//The question in the image
38 A student wants to measure the height of a building. He walks out a distance of 48.5 m from its base and shining a flashlight beam towards the top. When the beam is elevated at an angle of 41.0° with respect to the horizontal, the beam just strikes the top of the building. If the flashlight is held at a height of 2.03 m, find the height of the building. * O
University students celebrate their graduation with a trip to the sea. One of them decides to go diving and while he is down in the sea, at a not very deep depth, he sees the sun at an angle of 45° above the horizon. What is the true angle of elevation of the sun above the horizon?
In the following three scenarios, an object is located on one side of a converging lens. In each case, you must determine if the lens forms an image of this object. If it does, you also must determine the following. • whether the image is real or virtual • whether the image is upright or inverted • the image's location, q • the image's magnification, M The focal length is f = 53.0 cm for this lens. Set both q and M to zero if no image exists. Note: If q appears to be infinite, the image does not exist (but nevertheless set q to 0 when entering your answers to that particular scenario). (a) The object lies at position 53.0 cm. (Enter the value for q in cm.) 9 = M = cm Select all that apply to part (a). U real U virtual O upright inverted no image
A television camera is positioned 4000 ft from the base of a rocket launching pad. The angle of elevation of the camera has to change at the correct rate in order to keep the rocket in sight. Also, the mechanism for focusing the camera has to take into account the increasing distance from the camera to the rising rocket. Let's assume the rocket rises vertically and its speed is 600 ft/s when it has risen 3000 ft. (a) How fast is the distance from the television camera to the rocket changing at that moment? (b) If the television camera is always kept aimed at the rocket, how fast is the camera's angle of elevation changing at that same moment? (5) (b) rad/s

SEE MORE QUESTIONS