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# Can 2 obtuse angles form adjacent angle?

Updated: 10/19/2022

Wiki User

10y ago

Yes.

Wiki User

10y ago

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Q: Can 2 obtuse angles form adjacent angle?
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Related questions

### Do 2 adjacent acute angles form an obtuse angles?

Not always because an obtuse angle is greater than 90 but less than 180 degrees

### How many adjacent would it take to form a straight angle?

2 supplementary adjacent angles for a straight angle.

### Which term describes two adjacent angles that form a right angle?

Complimentary angles

### What is the difference between adjacent and supplementary angles?

Supplementary angles are two angles whose measures add to 180 degrees. Adjacent angles are two angles that happen to lie next to each other, so that they combine to form a larger angle whose measure is the sum of the measures of the adjacent angles. Angles may be both adjacent and supplementary, in which case they will form a straight angle.

### Can angle measurements be larger than 90 degrees?

Yes in the form of obtuse angles or reflex angles

### What are two angles form a linear pair then they are adjacent and?

If the question refers to the total angle on a straight line then the angles are adjacent and supplementary - the angles total 180&deg; .

### What is the complement theorem?

If the noncommon sides of two adjacent angles form a right angle, then the angles are complementary angles.

### What is a non adjacent angle formed by lines?

A pair of intersecting lines form adjacent and opposite angles. So the answer to the question is an opposite angle.

Perpendicular.

### Can actue angle be adjacent to an obtuse angle?

Yes, as for example 78 degrees and 102 degrees would form a supplementary angle of 180 degrees.

### Number of angles on a rhombus?

a lozenge 4 angle two diagonal angle form and obtuse angle and the total are 180 degrees.

### Which angles could form an obtuse triangle?

Any triangle with one angle in the range (90, 180) degrees and the other two angles adding up to its supplement will form an obtuse triangle.