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O and X

And H and I (Note "O" has many, actually an infinite number of, lines of symmetry)

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โˆ™ 2011-03-12 14:01:27
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Algebra

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A polynomial of degree zero is a constant term

The grouping method of factoring can still be used when only some of the terms share a common factor A True B False

The sum or difference of p and q is the of the x-term in the trinomial

A number a power of a variable or a product of the two is a monomial while a polynomial is the of monomials

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Q: Which letters have 2 lines of symmetry?
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Related questions

What uppercase letters have 2 lines of symmetry?

X, H, I and (if they can have more than two lines of symmetry) O.


How many letters have 2 lines of symmetry?

Five.H , I , O , X( ' O ' has 2 lines of symmetry and more besides and ' X ' has 4 )


Which capital letters have 2 lines of symmetry?

I x o l


How many lines of symmetry does the letters L have?

The letter L has no lines of symmetry, you cannot divide it in to 2 identical halves.


Is there 2 lines of symmetry or 4 lines of symmetry in a rectangle?

2 lines of symmetry


Which of these letters have no lines of symmetry ABCDEFG?

Of the the seven letters, ABCDEFG, F and G have no lines of symmetry. However,Êall of them could have lines of symmetry if theyÊwere presented in three dimensions.


What letter in the alphabet has 2 lines of symmetry?

Lower case "o" and "x" both have two lines of symmetry. Upper case letters with two lines of symmetry are: "O," "X," "H" and "I."


What are 3 capital letters that have only 2 lines of symmetry?

H, I, and O


How many uppercase letters in alphabet have 2 or more lines of Symmetry?

Seven


Which two letters have rotational symmetry of order 2 and two lines of symmetry?

Z S H and N


What alphabet letters have 2 lines of symmetry?

H,I,O,X Note that if you draw "O" as a perfect circle, it will have infinitely many lines of symmetry.


What is 3 capital letters with 2 lines of symmetry?

Three capital letters that have two lines of symmetry are "O", "H", and "I" since they can be reflected either horizontally or vertically and still look the same.

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