Problem 4. Ray tracing with a mirror. We will use three principle rays. Ray 1: drawn from the tip of the object, parallel to the principle axis of the mirror and is reflected back through the focal point F V Ray 2: drawn from the tip of the object through the focal point and reflected parallel to the principle axis.. Missin -L Ray 3: Drawn from the tip of the object through the center of curvature C and reflected back on itself. ( ^n The object whose reflection we are calculating is represented as an arrow with the tip of the object being the tip of the arrow. Principle axis C 2 a. Draw the three rays to show where the image is. Draw the image as an arrow. invered b. Is the image upright or inverted?? real c. Is the image real or virtual d. Is the image the same size, bigger than or smaller than the actual object? Bigge 1 F

The mirror equation relates the object distance, d0, the image distance, di, and the focal length, f, of a mirror as1 / d0 + 1 / di = 1 / fWhile in other topics, distance and length are strictly non-negative, in optics we introduce the following sign conventions: Object distance is positive for a real object and negative for a virtual object. Image distance is positive for a real image and negative for a virtual image. Focal length is positive for a converging mirror and negative for a diverging mirror (a) Select the best choice to complete this statement. A real object placed in front of a converging mirror creates a real image  under all circumstances. under no circumstances. when the object is between the focal point and the mirror. when the object is farther than the focal length from the mirror. (b) Select the best choice to complete this statement. A real object placed in front of a diverging mirror creates a virtual image  under all circumstances. under no circumstances.…

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A concave mirror with a radius of curvatureof 1.0 m is used to collect light from a distantstar.What is the distance between the mirrorand the image of the star?1. d = 0.75 m2. d = 2.0 m3. d = 0.25 m4. d = 1.0 m5. d = 0.50 m

A spherical mirror creates a picture. The object's magnification is -2.0.. Virtual or real? Is it upright or flipped? Does the mirror have a convex or convex shape In which direction should I look to find the reflection in the mirror?

3. An object sits 23 cm in front of a diverging mirror. An image is formed 14 cm behind the mirror. What is the focal length of the mirror? a. b. What is the magnification of the image?

1. In an amusement park a large upright convex spherical mirror is facing a plane mirror 10.0 m away. A girl 1.0 m tall standing midway between the two sees herself twice as tall in the plane mirror as in the spherical one. What is the focal length of the latter?

A converging lens with a focal length of 12 cm forms a real image of 7.40 mm tall and 18.000 cm to the right of the lens. (a) Determine the position and size of the object. ст mm Is the image upright or inverted? A. Upright B. Inverted Are the object and image on the same size or opposite sides of the lens? You should draw the ray-diagram for this situation. A. same B. oppsite

A lens forms an image of an object. The object is 15.4 cm from the lens. The image is 11.7 cm from the lens on the same side as the object. a. What is the absolute value of the focal lens of the lens? cm b. Is the lens converging or diverging? converging diverging c. If the object is 8.48 mm tall, how tall is the image? mm d. Is the image upright or inverted? upright O inverted e. To receive full credit for this problem you will need to draw a principal ray diagram, including three principal rays. yes, got it - I will attach the diagram in Canvas with the rest of my work. no, I don't have a diagram to attach.

1. Suppose a man stands in front of a mirror as shown in Figure. His eyes are 1.95 m above the floor, and the top of his head is 0.18 m higher. (a) Find the length of the smallest mirror in which he can see both the top of his head and his feet and its height above the floor. Length of the mirror: Height from floor to bottom of mirror: Height from floor to top of mirror: m m m