caption: Kinematics of a Particle moving in a Straight Line
exif: {"Image DocumentName": "Kinematics of a Particle moving in a Straight Line", "Image ImageDescription": "You will begin by learning two of the SUVAT equations s = Displacement (distance) u = Starting (initial) velocity v = Final velocity a = Acceleration t = Time You need to consider using negative numbers in some cases. Positive direction. 2.5ms-1. 6ms-1. P. Q. 4m. O. 3m. \ud835\udc63=\ud835\udc62+\ud835\udc4e\ud835\udc61. If we are measuring displacements from O, and left to right is the positive direction\u2026 \ud835\udc60= \ud835\udc62+\ud835\udc63 2 \ud835\udc61. For particle P: For particle Q: The particle is to the right of the point O, which is the positive direction. \ud835\udc60=\u22124\ud835\udc5a. \ud835\udc60=3\ud835\udc5a. The particle is to the left of the point O, which is the negative direction. \ud835\udc63=2.5\ud835\udc5a \ud835\udc60 \u22121. \ud835\udc63=\u22126\ud835\udc5a \ud835\udc60 \u22121. The particle is moving at 2.5ms-1 in the positive direction. The particle is moving at 6ms-1 in the negative direction. 2A.", "Image XResolution": "300", "Image YResolution": "300", "Image ResolutionUnit": "Pixels/Inch", "Image Software": "SlidePlayer", "Image YCbCrPositioning": "Centered"}