Answer:
The pendulum on a clock swings through an angle of 1 radian, and the tip sweeps out an arc of 12 inches. How long is the pendulum? (A) 3.8 inches
Step-by-step explanation:
drawing the given situation for so I'm just drawing the diagram, which will be helpful in solving this problem. So just look at it carefully, which I am drawing here here. These distances given us tools inch and this length is late. L and this angle ish Tita now going forward as we know that as we know that our angle is equal toe arc by length, so angle is given us one radiant here and Arc is given us 12 inch and length is l so length elliptical toe, 12 inch in tow by one radiant so on. Solving this we get length is equal to two world inch. So then, ah, pendulum is equal to two world inch so often d is correct.
