请为我生成清晰的讲解视频，谢谢！---**1. Question Stem:** 如图3-5, 光滑斜面面上有一个重力为100 N的小球被轻绳拴住悬挂在天花板上, 已知轻绳与竖直方向的夹角为45°, 斜面倾角为37°, 整个装置处于静止状态。求轻绳对小球拉力的大小和斜面对小球支持力的大小。 (sin 37° = 0.6) **Translation of Question Stem:** As shown in Figure 3-5, a small ball with a weight of 100 N is attached by a light rope and suspended from the ceiling on a smooth inclined plane. It is known that the angle between the light rope and the vertical direction is 45°, and the inclination angle of the inclined plane is 37°. The entire setup is in a static state. Find the magnitude of the tension force exerted by the light rope on the small ball and the magnitude of the support force exerted by the inclined plane on the small ball. (sin 37° = 0.6) **2. Chart/Diagram Description:** * **Type:** Physics setup diagram showing a force equilibrium problem involving an inclined plane, a suspended object, and a rope. * **Main Elements:** * A horizontal bar at the top represents the ceiling or a support point. * A black line extends downwards from the support point, representing a light rope. * A small gray circular sphere (the small ball) is attached to the end of the rope. * A shaded brown/beige right-angled triangle represents a smooth inclined plane. The small ball rests on the hypotenuse of this inclined plane. * **Angles:** * The angle between the light rope and a dashed vertical line extending downwards from the support point is labeled 45°. * The angle of inclination of the plane (the angle between the hypotenuse and the horizontal base) is labeled 37°. * **Forces (indicated by lines and handwritten labels around the ball):** * A vertical line pointing downwards from the ball represents the gravitational force (labeled 'G'). * A line along the rope pointing upwards represents the tension force (labeled 'F'). * A line perpendicular to the inclined plane, pointing away from the plane, represents the normal support force (labeled 'FN'). * **Coordinate Axes/Force Decomposition Lines (handwritten):** Around the small ball, there are handwritten lines suggesting force decomposition, including a horizontal line and a vertical line intersecting at the ball's center. Various angles (e.g., 45°, 53°, 37°) are marked relative to these lines and the forces. * **Reference Triangle (handwritten):** To the left of the main diagram, there is a handwritten right-angled triangle with sides labeled 3, 4, and 5. The angles are labeled 37° and 53°, indicating a common reference for trigonometric values. * **Labels:** * "图3-5" (Figure 3-5) is positioned below the main diagram. * **Other Handwritten Annotations (likely scratchpad notes/calculations):** * "L-AC+CB" at the top left. * "L/2 = √3 / 3" at the top right. * "F cos 45°" below the small ball. * "Gx = sin 37° G = 60N" below the reference triangle. * Other faint and indistinct handwritten marks are also present on the image.