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Object O stands on the central axis of a spherical or plane mirror. The table refers to the focal distance f, the object distance p, the image distance i, and the lateral magnification m. Fill in the missing information, including signs. f (cm) p (cm) I (cm) -33 -10 Describe the mirror and image. (Select all that apply.) plane mirror concave mirror convex mirror real image virtual image O upright image O inverted image image on same side of mirror as o O image on opposite side of mirror O O

Object O stands on the central axis of a spherical or plane mirror. The table refers to the focal distance f, the object distance p, the image distance i, and the lateral magnification m. Fill in the missing information, including signs. f (cm) p (cm) I (cm) -33 -10 Describe the mirror and image. (Select all that apply.) plane mirror concave mirror convex mirror real image virtual image O upright image O inverted image image on same side of mirror as o O image on opposite side of mirror O O

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**Problem Explanation:** Object O stands on the central axis of a spherical or plane mirror. The table refers to the focal distance \( f \), the object distance \( p \), the image distance \( i \), and the lateral magnification \( m \). Fill in the missing information, including signs. **Table:** - \( f \) (cm): -33 - \( p \) (cm): [Blank] - \( i \) (cm): -10 - \( m \): [Blank] **Describe the mirror and image. (Select all that apply.)** - [ ] plane mirror - [ ] concave mirror - [ ] convex mirror - [ ] real image - [ ] virtual image - [ ] upright image - [ ] inverted image - [ ] image on same side of mirror as O - [ ] image on opposite side of mirror **Explanation:** The provided table contains values for focal distance and image distance, indicating it is part of an exercise involving mirror reflection, specifically spherical mirrors. The negative focal distance suggests a convex mirror, as concave mirrors have a positive focal length. Understanding the properties of mirrors, the image classification depends on the type of mirror and the related distances: - A negative image distance indicates a virtual image. - The absence of direct object distance \( p \) requires calculating based on other provided values and mirror equations. Using the mirror formula: \[ \frac{1}{f} = \frac{1}{p} + \frac{1}{i} \] For this exercise, solve to identify the type of image and additional missing parameters.
Transcribed Image Text:**Problem Explanation:** Object O stands on the central axis of a spherical or plane mirror. The table refers to the focal distance \( f \), the object distance \( p \), the image distance \( i \), and the lateral magnification \( m \). Fill in the missing information, including signs. **Table:** - \( f \) (cm): -33 - \( p \) (cm): [Blank] - \( i \) (cm): -10 - \( m \): [Blank] **Describe the mirror and image. (Select all that apply.)** - [ ] plane mirror - [ ] concave mirror - [ ] convex mirror - [ ] real image - [ ] virtual image - [ ] upright image - [ ] inverted image - [ ] image on same side of mirror as O - [ ] image on opposite side of mirror **Explanation:** The provided table contains values for focal distance and image distance, indicating it is part of an exercise involving mirror reflection, specifically spherical mirrors. The negative focal distance suggests a convex mirror, as concave mirrors have a positive focal length. Understanding the properties of mirrors, the image classification depends on the type of mirror and the related distances: - A negative image distance indicates a virtual image. - The absence of direct object distance \( p \) requires calculating based on other provided values and mirror equations. Using the mirror formula: \[ \frac{1}{f} = \frac{1}{p} + \frac{1}{i} \] For this exercise, solve to identify the type of image and additional missing parameters.
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