A convex lens forms what kind of image for a distant object?

**The reasoning** When parallel rays from a distant object (like the sun or a faraway tree) hit a convex lens, they converge and meet at the **focal point** on the opposite side of the lens. This creates an image you can catch on a screen — that's what makes it **real**. Because light rays cross over as they pass through the lens, the image flips upside down — making it **inverted**. Think of how a magnifying glass can project an upside-down image of a window onto paper. That's the principle: *real images form where light actually converges, and convex lenses flip the image*. **Why the wrong options tempt you** - **B & D (Virtual)**: Virtual images can't be caught on a screen — they only happen when rays *appear* to come from somewhere (like in a mirror). Convex lenses make real images for distant objects. - **C (Real and erect)**: This sounds nice, but physics doesn't allow it here. When rays cross through a lens, they must invert. **Quick takeaway** For distant objects, convex lenses always produce **real, inverted** images at the focal point — the kind you can project onto a screen.