1. What relationship exists between the square of the period 7 of the conical pendulum and the angle 0? There is then a linear relationship between the length of the Conical Pendulum and the square of the 2. Calculate the slope of the line of best fit. Write your complete solution here. What is the physical significance of the slope? It's actually close so its just one, but not that specificly just one. 3. From the slope, calculate the acceleration due to gravity. Compare this value with the accepted value g = 9.80 m/s? by calculating the percentage error. It gives different view, because I used in calculating error without the gravity. 4. Does period vary with the mass of the bob? Justify your answer. Yes, in the way that the force is directly proportional to the mass, where mass increases so does the 5. A conical pendulum consisting of a 0.101-kg bob attached to a 0.500-m string is moving in a uniform circular motion in a horizontal plane of radius 0.300 m. (NOTE: Use g = 9.80 m/s2.) Calculate (to 3 significant figures each) the: (a) angle made by the string with the vertical. angle of 2.79 (b) tension on the string. 1.04 (c) period 23.9 (d) speed of the bob. speed of 0.38 (e) centripetal force. 0.05 (f) centripetal acceleration. 0.48