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How many uppercase letters in the alphabet have rotational symmetry?
7 have rot
How many lines of symmetry does greek letters have?
As with the Roman alphabet, which you may be familiar with it (since you are using it to read this answer), different letters have different symmetries.
How many planes of symmetry does an octagonal prism have?
3D shapes don't have lines of symmetry they have plane's of symmetry.
How many horizontal planes of symmetry does a regular hexagon have?
Since a hexagon is a horizontal plane figure it cannot have a horizontal plane of symmetry.
How many planes of symmetry on triangular prism?
there are two plane symmetry on triangular prism.
How many uppercase letters in the alphabet have rotational symmetry?
7 have rot
How many uppercase letters in the alphabet have reflection symmetry?
Eleven of them - AHIMOTUVWXY
How many uppercase letters in alphabet have 2 or more lines of Symmetry?
Seven
How many capital letters in the alphabet have both line and rotational symmetry?
4
How many letters in the alphabet have rotational symmetry?
A figure has rotational symmetry when it can rotate onto itself in less than a full rotation.
How many lines of symmetry does greek letters have?
As with the Roman alphabet, which you may be familiar with it (since you are using it to read this answer), different letters have different symmetries.
How many of the first 11 capital letters in the alphabet have no lines of symmetry?
Four. F, G, J, L
How many letters are in the alphabet?
There are 26 letters in the alphabet.
How many uppercase letters in the alphabet have rotational symmetry number of rotations?
There are seven: B, H, I, O, S, X, Z
How many letters in the alphabet have reflection symmetry?
Answer: 11, they are A,H,I,M,O,T,U,V,W,X,Y
Which of the 26 capital letters in the English alphabet have two lines of symmetry?
H, I and X. O has infinitely many and so does have 2.
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.
