The alphabet $H$ has line of symmetry.
(i) (ii) horizontal (iii) diagonal (iv) Both (i) and (i)

Vertical

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Horizontal

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Diagonal

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Both $(a)$ and $(b)$

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Solution

The correct option is D
Both $(a)$ and $(b)$

As we can see in the figure given below that, alphabet $H$ has both verticle and horizontal line of symmetry.
Hence, option $(d)$ is correct.

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\begin{matrix} i) horizontal & a) is the angle between line of sight and the horizontal level & level when the object is above the horizontal line . i i) line of sight & b) is the line running parallel to the plane on which the object is kept. i i i) angle of & c) is the line drawn from the eye of the observer to the elevation & point in the object viewed by the observer. i v) angle of & d) is the angle between line of sight and the horizontal depression & level when the object is below the horizontal line. \end{matrix}

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