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The 4 classifications are:-
1 Acute angle which is greater than 0 but less than 90 degrees
2 Right angle which is 90 degrees
3 Obtuse angle which is greater than 90 but less than 180 degrees
4 Reflex angle which is greater than 180 but less than 360 degrees
A full rotation is 360 degrees
What else can I help you with?
What is the name for th common endpoint of the 2 rays that form an angle?
a vertex
What is the name of the angle over 180 dedrees?
An angle exceeding 180° is a reflex angle.
What is the name of a 35 degree angle?
That would be an acute angle.
Name a quadrilateral where each angle is a right angle?
A square or a rectangle
An angle that measures 120 degrees?
There is no special name for a 120º angle.
What are the two general classification of plane triangle?
1.tri- just like 3 2-Angle- just an angle thats classification for yas all lol
What are classification of angle?
Degrees
What is another name for angle 2?
The second angle? angle B?
What is the classification for the angle measure 45 degrees?
An acute angle.
How to use a right angle to determine classification of another angle?
With a ray
How can right angle be used to determine the classification of another angle?
Yes.
When the Angle classification of malocclusion was given?
1899
Give 3 classification of technology?
"right angle" is two lines that intersect at 90 degrees "acute angle" is when 2 lines meet at less than 90 degrees "obtuse angle" is when lines meet at an angle more than 90 degrees , a straight angle is when 2 lines meet at exactly 180 degrees.
What is the classification for the angle measure 110 degrees?
Obtuse.
How can you use a right angle to determine the classification of another angle?
An acute angle is smaller than a right angle.An obtuse angle is larger than a right angle.^_^
What name is given to the point where the 2 lines meet to form an angle?
That's the "vertex" of the angle.
How do you find the measurement of 3 unknown angles?
You can use the Law of Cosines- name the 3 sides side "a", side "b" and side "c". Then name the angle opposite side "a" angle A, call the angle opposite "b" angle B, and the angle opposite "c" angle C. Now... a^2=b^2+c^2- 2bc(cos(A)) solve for cosA and then for angle A, works the same for the other angles b^2=a^2+c^2- 2ac(cosB) c^2=a^2+b^2-2ab (cosC)
