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Q: Does the capital letter E have perpendicular lines?
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What alphabet letter has perpendicular lines?

Perpendicular lines meet at right angles and in the alphabet in capital letters they are E T F H and L

What capital letter has perpendicular lines?

the letter A, the letter V, the letter X is the best example. If by perpendicular you mean 90º, the answer is E, F, I, L, and T. A, V and X are not perpendicular, they are acute angles.

What capital letters have parallel and perpendicular lines?

E F and H

What letter of the alphabet has a perpendicular line?

Many letters of the English alphabet have perpendicular lines. Perpendicular lines are like two lines making one corner of a square. So any letter that has two lines joined like the corner of a square has perpendicular lines.These letters have right angles: E, F, f, H, I, L T, t, and sometimes X, x.Keep in mind that the angles of the lines making the letters is effected by the font and whether or not the letter is italicized. For example, E is made of three perpendicular lines, but this 'E' has no perpendicular lines.

Which letters have both parallel and perpendicular lines?

The letter's "H", "I", "E", and "F".

What capital letter has 3 parallel lines?


What capital letter has perpendicular line segments?

They are: E T F H and L

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 capital letter E have parallel lines?

Yes the 3 bits that poke out the side on the right.

Which letters of the alphabet have perpendicular lines?

6 uppercase letters: E F G H L T1 lowercase letter: t

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.