question_answer

Write the number of lines of symmetry in each letter of the word 'SYMMETRY'.

Answer:

For defining the lines of symmetry in the word ?SYMMETRY? check one by one line at segment.

(a) S \[\to \]In the letter S there is no line segment for dividing equal parts hence line of symmetry of S is zero.

(b) Y \[\to \] In the letter Y there is one line segment for dividing equal parts hence line of symmetry of Y letter is one.

(c) M \[\to \] In the letter M there is one line segment for dividing equal parts hence line of symmetry of M letter is one.

(d) E \[\to \] In the letter E there is one line segment for dividing equal parts hence line of symmetry of E letter is one.

(e) T \[\to \] In the letter T there is one line segment for dividing equal parts hence line of symmetry of T letter is one.

(f) R \[\to \] In the letter R there is no line of segment for dividing equal parts hence line of symmetry of R letter is zero.