Question

draw ray diagrams of positions of convex mirror. all six diagrams.,.​

Answer 1

We need to draw the all six ray diagrams of the convex lenses . ( Attachment of Question) . For ray diagrams refer to the attachment.

• Spherical Lenses :-

A lens is a transparent material medium bounded by two surfaces which one or both surfaces are spherical.

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$\boxed{\begin{array}{r|r|r|r|r} \underline\red{\sf S.no.} & \underline\red{\sf Position_{(object)}} & \underline\red{\sf Position_{(image)}} & \underline\red{\sf Size_{(image)}} &\underline\red{\sf Nature_{(image)}} \\\\ \sf 1 & \sf Infinity & \sf At \ focus \ (F_2) & \sf Point\ Image & \sf Real\ and \ inverted \\\\ \sf 2& \sf Beyond \ 2F_1 & \sf B/w \ F_2 \ \& \ 2F_2& \sf Smaller& \sf Real\ and \ inverted \\\\ \sf 3& \sf At \ 2F_1 & \sf 2 F_2 & \sf Same\ size & \sf Real\ and \ inverted \\\\ \sf 4& \sf B/w \ 2F_1 \ \& \ F_1 & \sf Beyond\ 2 F_2 & \sf Larger & \sf Real\ and \ inverted \\\\ \sf 5& \sf At \ F_1 & \sf At \ Infinity & \sf Highly \ enlarged & \sf Real\ and \ inverted \\\\ \sf 6& \sf B/w \ O \ \& \ F_1 & \sf Same side& \sf Large & \sf Virtual \ and \ erect \end{array}}$