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What else can I help you with?
What figure measure 108 degrees?
An obtuse angle.
Convert degrees into a percent?
To obtain the percent value for an angle (in slopes and inclines), calculate the tangent of that angle in degrees, then multiply the figure by 100.
The measure of the compliment to a 35 percent angle is what?
A whole angle is 360 degrees so the measure of a 35% angle is 126 degrees. The complement (not compliment) of this angle would have a measure of 90 - 126 = minus 36 degrees.
Does the angle measure increase by 90 deg if a figure is rotated 90 deg counterclockwise?
No, the angle measure of a figure does not increase by 90 degrees when it is rotated 90 degrees counterclockwise. Instead, the orientation of the figure changes, but the measures of its angles remain the same. The rotation simply affects the position of the figure in the plane, not the size or measure of its angles.
Is it possible that by measuring just one angle in a diagram that is not a right angle you can figure out the measure of all the angles?
YeS
What figure measure 108 degrees?
An obtuse angle.
Convert degrees into a percent?
To obtain the percent value for an angle (in slopes and inclines), calculate the tangent of that angle in degrees, then multiply the figure by 100.
How do you find the measure of an angle corresponding to the percent of a circle?
hi
The measure of the compliment to a 35 percent angle is what?
A whole angle is 360 degrees so the measure of a 35% angle is 126 degrees. The complement (not compliment) of this angle would have a measure of 90 - 126 = minus 36 degrees.
How do you figure the length of C on an open or closed angle?
Just Measure it
What is a straight on dimensional figure that has the measure 180 degrees?
A straight angle
What is the measure of angle RST in the figure?
64º 136º 144º 54º
What is the measure of the angle 20 percent?
20% of a 360o circle is 72o
Does the angle measure increase by 90 deg if a figure is rotated 90 deg counterclockwise?
No, the angle measure of a figure does not increase by 90 degrees when it is rotated 90 degrees counterclockwise. Instead, the orientation of the figure changes, but the measures of its angles remain the same. The rotation simply affects the position of the figure in the plane, not the size or measure of its angles.
Is it possible that by measuring just one angle in a diagram that is not a right angle you can figure out the measure of all the angles?
YeS
What is the measure of the solid line angle depicted by the following figure?
90 degrees
Jake drew a plane figure with three congruent side What is the measure of each angle of the figure?
ur mon
