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No it cannot, because the interior angles of a parallelogram ... or of any

four-sided figure for that matter ... must add up to 360 degrees.

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Q: Can a parallelogram have 2 45 degree angles and 2 75 degree angles?
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Related questions

Can a parallelogram have two 45 degree angles and two 75 degree angles?

NO because a parrallelogram always has to add up to 360


Can a parallelogram have two 45 degree angles and another angle two 75 degree angles?

No because the 4 interior angles must add up to 360 degrees


Can a parallelogram measure 45 angles and two 75 angles why or why not?

No because the total sum of interior angles of a parallelogram are 360 degrees.


Can a parallelogram have two 45 angles and two 75 angles?

No, because it doesn't equal 360 degrees


Can a parallelogram have two 45 degres angles and two 75 degrees why or why not?

No it cannot, because the four angles must sum to 360 degrees.


Can a paralleogram have two 45 angles and two 75 angles why or why not?

No it cannot, because the interior angles of a parallelogram ... or of anyfour-sided figure for that matter ... must add up to 360 degrees.


Is it true that a parallelogram can have three angles that measure 75?

no


If two of the angles of a parallelogram each measure 75 degrees what is the measure of the other two angles?

They measure 105 degrees each.


Two of the angles in a parallelogram each measure 75 degree what is the measure of the other two angles?

Always remember that a quadrilateral's (in this case, a parallelogram's) 4 angles must have a sum of 360 degrees. A quadrilateral has a pair of congruent angles. In this case, if a quadrilateral had 2 sides that have 75 degrees, the other 2 must be congruent, and the sum of all 4 angles must be 360.Let x = 1 of the remaining 2 angles (it doesn't matter which one, because they have the same measure)2x + (75+75) = 3602x + 150 = 3602x = 210x = 105The other angles are both 105 degrees.


What is the supplement of a 105 degree angle?

A pair of supplementary angles add up to 180 degrees. Therefore, the supplement to a 105 degree angle is equal to 180 - 105 = 75 degrees.


In this parallelogram the measure of b exceeds the measure of a What is the measure of d?

In a parallelogram adjacent angles are supplementary, so angles are 75 degrees (A & C) and 105 degrees (B & D).


In this parallelogram the measure of b exceeds the measure of a by 30 What is the measure of c?

In a parallelogram adjacent angles are supplementary, so angles are 75 degrees (A & C) and 105 degrees (B & D).