In the figure below, stick figure O (the object) stands on the common central axis of two thin, symmetric lenses. Lens 1 is mounted within the boxed region closer to O, which is at object distance p1. Lens 2 is mounted within the farther boxed region, at distance d. The table refers to the focal distances f, and f2 for lens 1 and lens 2 respectively, the image distance iz for the final image produced by lens 2 (the final image produced by the system) and the overall lateral magnification m for the system. All distances are in centimeters. Fill in the missing information, including signs. P1 Lens 1 Lens 2 +8.1 diverging "5.8 12 converging *6.5 * signs not given Describe the image. (Select all that apply.) O real O virtual O upright O inverted O on the same side of lens 2 as object o O on the opposite side of lens 2

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In the figure, stick figure O (the object) stands on the central axis of two thin, symmetric lenses. Lens 1 is positioned closer to O at an object distance \( p_1 \). Lens 2 is positioned further at a distance \( d \).

The table provides:

- \( p_1 \): +8.1 cm
- Lens 1: diverging
- \( f_1 \): -5.8 cm
- \( d \): 12 cm
- Lens 2: converging
- \( f_2 \): +6.5 cm
- \( i_2 \): (missing, fill in)
- \( m \): (missing, fill in)

Signs not provided for certain values.

Options to describe the image (select all that apply):

- [ ] real
- [ ] virtual
- [ ] upright
- [ ] inverted
- [ ] on the same side of lens 2 as object O
- [ ] on the opposite side of lens 2

Complete the table by calculating \( i_2 \) and \( m \) with proper signs.
Transcribed Image Text:In the figure, stick figure O (the object) stands on the central axis of two thin, symmetric lenses. Lens 1 is positioned closer to O at an object distance \( p_1 \). Lens 2 is positioned further at a distance \( d \). The table provides: - \( p_1 \): +8.1 cm - Lens 1: diverging - \( f_1 \): -5.8 cm - \( d \): 12 cm - Lens 2: converging - \( f_2 \): +6.5 cm - \( i_2 \): (missing, fill in) - \( m \): (missing, fill in) Signs not provided for certain values. Options to describe the image (select all that apply): - [ ] real - [ ] virtual - [ ] upright - [ ] inverted - [ ] on the same side of lens 2 as object O - [ ] on the opposite side of lens 2 Complete the table by calculating \( i_2 \) and \( m \) with proper signs.
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