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Explain how you can find the measure of an angle complementary to a given angle an angle supplementary to a given angle?
1 plus 2 is equal to 3
If ABCD is a rectangle and mCBD 47 what is the value of x?
In rectangle ABCD, angle CBD is given as 47 degrees. Since opposite angles in a rectangle are equal and adjacent angles are supplementary, angle ABC (adjacent to CBD) would be 180 - 47 = 133 degrees. Therefore, if x represents the measure of angle CBD, then x = 47 degrees.
How many degrees are in a supplementary angle?
A supplementary angle is a 180-degree angle minus the number of degrees in the given angle.
What is the supplementary angle of 134 degrees?
The supplementary angle of a given angle is found by subtracting that angle from 180 degrees. For an angle of 134 degrees, the supplementary angle is 180 - 134 = 46 degrees. Therefore, the supplementary angle of 134 degrees is 46 degrees.
What is the supplementary angle of 142.8?
The supplementary angle of a given angle is found by subtracting that angle from 180 degrees. For 142.8 degrees, the supplementary angle is calculated as 180 - 142.8, which equals 37.2 degrees. Therefore, the supplementary angle of 142.8 degrees is 37.2 degrees.
Explain how you can find the measure of an angle complementary to a given angle an angle supplementary to a given angle?
1 plus 2 is equal to 3
What is a supplimentary angle?
Given an angle A whose measure is in the range [0, 180] degrees, the supplementary angle to A is the angle B such that the measure of A + B = 180 degrees.
If ABCD is a rectangle and mCBD 47 what is the value of x?
In rectangle ABCD, angle CBD is given as 47 degrees. Since opposite angles in a rectangle are equal and adjacent angles are supplementary, angle ABC (adjacent to CBD) would be 180 - 47 = 133 degrees. Therefore, if x represents the measure of angle CBD, then x = 47 degrees.
How many degrees are in a supplementary angle?
A supplementary angle is a 180-degree angle minus the number of degrees in the given angle.
What is the supplementary angle of 134 degrees?
The supplementary angle of a given angle is found by subtracting that angle from 180 degrees. For an angle of 134 degrees, the supplementary angle is 180 - 134 = 46 degrees. Therefore, the supplementary angle of 134 degrees is 46 degrees.
What does supplementary mean in Mathematics?
It means what remains to make up a whole. A common usage is supplementary angle and, for a given angle, the supplement is 180 less the given angle.
What is the relationship between complementary and supplementary angles?
For any given angle, its supplementary angle is 90 degrees larger than its complementary angle.
If the degree measure of an angle is 40 and deg less than 3 times the degree measure of its supplementary angle what is the degree measure of the angle?
Let the angle be ( x = 40^\circ ). The supplementary angle is ( 180^\circ - x = 140^\circ ). According to the problem, ( x ) is 40 degrees less than three times its supplementary angle, which can be expressed as ( x = 3(140) - 40 ). Solving this gives ( x = 420 - 40 = 380 ), which contradicts ( x = 40 ). Therefore, the angle cannot satisfy the given condition.
What is the supplement of a 84 degree angle?
A supplementary angle is the angle which produces a straight line of 180° when added to the given angle. To find the supplementary angle, subtract 84° from 180°. The answer will be 96°.
If a trapezoid has a one hundred degree angle and a sixty-five degree angle and a seventy-five degree angle what is the measure of the fourth angle?
This is not a trapezoid. For all trapezoids (in plane Geometry), the two sets of side angles must be supplementary, or add to 180. No two angles given are supplementary.
What are facts about right triangles?
The ratio of the length of the side opposite a given angle to the hypotenuse is the sine of that angle.The ratio of the length of the side adjacent to a given angle to the hypotenuse is the cosine of that angle.The ratio of the length of the side opposite a given angle to the side adjacent to that angle is the tangent of that angle.
How do you Explain two procedures that you can use to draw adjacent angles with given measurements?
To draw adjacent angles with given measurements, you can use a protractor and a compass. First, use the protractor to measure and draw the first angle by placing the protractor's center point at a vertex and marking the desired angle. Next, place the compass point at the vertex of the first angle, draw an arc that intersects the angle's rays, and then use the protractor again to measure and draw the second angle adjacent to the first, ensuring the two angles share a common vertex and side. Alternatively, you can use a straightedge to construct one angle, then rotate the straightedge to the desired measurement for the adjacent angle, ensuring they are connected at the vertex.
