0
Add your answer:
Earn +20 pts
How many lines of symmetry does the word taxes have?
None, since the letter "e" does not have any symmetry.
How many lines of symmetry can be formed using the letter E?
1
How many lines of symmetry dose the capital letter e have?
only 1
How many lines of symmetry are there in a capital letter E?
In a capital latter E, there is only 1 line of symmetry horizontally accros the middle.
Does the letter E have lines of symmetry?
yup horizontally
How many lines of reflection symmetry does the letter E have?
One.
How many lines of symmetry does the word taxes have?
None, since the letter "e" does not have any symmetry.
How many lines of symmetry does a letter E have?
Only one.
How many lines of symmetry can be formed using the letter E?
1
How many lines of symmetry dose the capital letter e have?
only 1
How many lines of symmetry are there in a capital letter E?
In a capital latter E, there is only 1 line of symmetry horizontally accros the middle.
How many lines of symmetry does e have?
"e" does not have a line of symmetry. :D
Does the letter E have lines of symmetry?
yup horizontally
How many lines of symmetry does the letter E have?
Three * * * * * Just one - horizontal. Don't know where the other two are meant to be.
How many letters below have exactly two lines of symmetry a b c d e f g h you j k l?
If you are using lower case letters, the only letter with exactly two lines of symmetry (out of a b c d e f g h y o u j k l) is l.c and k have one line of symmetry.o has many, many lines of symmetry.H has two lines of symmetry (but lowercase h has none).A B D E Y and U all have one line of symmetry.
How many of rotational symmetry does capital letter E have?
None.
Which letters have more than one of the line symmetry justify your answer and write about each letter M O E X?
Of the capital letters M, O, E, and X, -- M and E each have one line of symmetry, -- X has two lines of symmetry, or four if the cross lines were printed perpendicular, as they are in some fonts, -- O has an infinite number of lines of symmetry. My answer is justified by my firm conviction that it's correct.
