The measurement of 2 in the parallelogram when 1 and 3 are each 35 degrees is 145 degrees.
The measurement of the second parallelogram can be found by using given information in the problem.
145 degrees
110 degrees...all three angles should total 180 degrees.
35 and 110 degrees (180 degrees in a triangle)
145
Look at the parallelogram below. <1 and <3 are each 35 degrees. What is the measurement of <2?
Sides can't be 'degrees'. Those must be anglesthat you're talking about.If two of the angles inside a parallelogram are both 35 degrees, then they must beat opposite corners, and each of the other two corners is an angle of 145 degrees.
The measurement of the second parallelogram can be found by using given information in the problem.
I suspect 2=55o
Presumably it is an isosceles triangle where the two equal angles are 35 degrees each and the other angle is 110 degrees (180 degrees in a triangle)
Are we talking triangle or parallelogram? 110o or 145o respectively
35 degs
145 degrees
The sum of the internal angles in a parallelogram is 360 degrees. Since there are two equal pairs of angles measuring the same, then each of the second pair of angles is equal to (360 - (35 x 2)) / 2 = 145 degrees.
110 degrees...all three angles should total 180 degrees.
35 and 110 degrees (180 degrees in a triangle)
An acute angle