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Q: What is the difference between facility benefits and supplementary benefits?
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supplements of angles?

Difference between Complementary and Supplementary Angles


Difference between revised estimate and supplementary estimate?

A supplementary estimate refer to the additional or extra estimate. A revised estimate is the difference between the former budget estimates and the actual expenditure, which is usually presented in the next budget.


What is the difference between selling points and benefits?

what is the primary difference between selling points and benefits


What is the difference between a complementary angle and supplementary angle?

The sum of complementary angles is 90°. The sum of supplementary angles is 180°. EXAMPLE : 27° is the complementary angle to 63° and the supplementary angle to 153°.


Explain the difference between the following pairs of complementary angles and supplementary angles?

Complementary angles sum to 90o Supplementary angles sum to 180o


What is the difference between supplemental and supplementary?

They are both adjectives meaning 'added to supply what is needed'.


The difference between complementary and supplementary?

c=90 degrees s=180 degrees


What is the difference between two supplementary angles and two angles that form a linear pair?

Supplementary angles do not have to be next to one another but, they can be parts of two different shapes.


How do you remember the difference between complementary and supplementary angles?

Complementary angles are 90 degree angles while supplementary angels are 180 degree angles.You remember it by how complementary angle are 90 degrees more to get a supplementary angles.


What is facility difference between Private Institute and Government Institute?

its fasfooot


The negative difference between the measures of supplementary angles is -45. Find the measure of the larger angle?

112.5 degrees


What is the difference between a supplementary angle and a linear pair?

A supplementary angle can be either adjacent or non-adjacent.A linear pair must be adjacent and is never non-adjacent.NOTE: They both add up to 180°.