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A ray that forms part of an angle?
The two rays that form an angle are called the legs or sides of the angle. The meeting point of the two rays that form an angle is called the vertex.
What are lines rays and segments that form four right angles called?
They could be the four sides of a square.
What are angles whose sides form two straight lines?
None, it either forms two rays or one line.
What part are rays of the angle?
They are the sides of an angle.
What is formed by two rays with the same end point and the rays are sides and the end is the vertex?
an angle
Which point is the vertex of BCD Which rays form the sides of BCD?
C
What is the full form of BCD travel in India?
What is the full form of BCD Travel
A ray that forms part of an angle?
The two rays that form an angle are called the legs or sides of the angle. The meeting point of the two rays that form an angle is called the vertex.
What is the full form of BCD?
Binery Coded Decimal
Two angles whose sides form two pairs of opposite rays?
Linear pair
Two angles whose sides form two pairs of opposite rays are?
Vertical Angles
What are lines rays and segments that form four right angles called?
They could be the four sides of a square.
What are sides of angle called?
two rays make up an angle, so the rays are the sides of the angle.
What are the two rays that form an angle?
In planar geometry, an angle is the figure formed by two rays, called the sides of the angle, sharing a common endpoint, called the vertex of the angle.
What are angles whose sides form two straight lines?
None, it either forms two rays or one line.
What does BCD in BCD Travel stand for?
The name BCD doesn't stand for anything according to Bernd Rittinger, BCD Travel Director of Operations.
How do you convert a pos form into sop form?
take the whole compliment, since POS is a dual to the SOP form,In the following we apply de-morgan's laws which are : (a+b)' = a' b' ; (ab)' = a' + b'(A'CD + E'F + BCD)'= (A'CD + E'F)' * (BCD)'= (A'CD)' * (E'F)' * (BCD)'= ((A')' + C' + D' ) * ( (E')' + F' ) * (B' + C' + D')= (A + C' + D' ) * ( E + F') * (B' + C' + D')which is the product of sums, that is POS form!
