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Q: If one angle of a linear pair is obtuse than the other is?
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Can a pair of obtuse angle form linear pair?

no


How can a linear pair have one acute angle and one obtuse angle?

The two angles of a linear pair must add to 180 degrees. So if one is less than 90 degrees (acute) the other must be more than 90 degrees (obtuse).


If the angle forming a linear pair in the ratio for racing Then find the measure of obtuse angle?

If two angles form a linear pair, you know their measures add up to 180 degrees (since going around a circle halfway is 180 degrees). So the measure of the obtuse angle is 180 degrees minus the other angle in the pair.


If the angle forming a linear pair in the ratio of 4 6Then find the measure of obtuse angle?

Not too sure of the question but in general an obtuse angle is greater than 90 but less than 180 degrees


Is an exterior angle of a right triangle always an obtuse angle?

If exterior angle makes linear pair with the right angle then exterior angle is 90o.If exterior angle makes linear pair with any of the other two angles then it is greater than 90o i.e. obtuse angle.Consider a right triangle ABC, right angled at B.We have: ∠B = 90o and ∠A + ∠C = 90o.Let us consider exterior angle be x.If exterior angle is supplement to B(i.e. ∠B + x = 180o or linear pair) then exterior angle(x) = ∠A + ∠C = 90o.If exterior angle is supplement to any of the other two angles then exterior angle is greater than 90o.Let us say x is supplement to ∠A then x = ∠B + ∠C = 90o + ∠C.And 90o + ∠C is greater than 90o so, x is obtuse angle.


Can two obtuse angles form a linear pair?

No, they cannot.


Can 2 obtuse angles form a linear pair?

No, they cannot.


Every pair of supplementary angles includes one obtuse angle?

Every pair of supplementary angles includes one obtuse angle?


Can an rhombus have an obtuse angle?

A rhombus must have a pair of opposite angles which are obtuse (and equal).


Why cant two obtuse angles make a lineir pair?

The sum of the measures of a linear (not lieir!) pair is exactly 180 degrees. Each obtuse angle is greater than 90 degrees so the sum of two must be greater than 180 degrees.


what- Based on the given information, which conjecture is invalidGiven: An angle in a linear pair has one angle that measures 60°.?

The measure of the other angle is also 60°.


Why is two obtuse angles greater than a straight angle and a acute angle?

Either pair can be greater..