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The supplement of an angle is twice a large as the angle itself find the angle and its supplement?
Wiki User
∙ 13y ago
The angle is 60°. Its supplement is 120°.
Wiki User
∙ 13y ago
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The measure of an angle is 12 less than twice the measure of its supplement what is the measure of the angle?
116 degrees
How do you find the measure of angle A if the supplement of angle A is 20 degrees greater than twice the complement of angle A?
The supplement of A is 180 - A The complement of A is 90 - A So, 180 - A = 2*(90 - A) + 20 or 180 - A = 180 - 2A + 20 So A = 20 degrees
What would be an equation for the statement five times the complement of an angle less twice the angle's supplement is 40 degreesFind the measure of the supplement?
Suppose the supplement of the angle is x degrees. Then the angle is 180 - x degrees. Therefore the complement of the angle is 90 - (180 - x) degrees = x - 90 degrees. So 5*(x - 90) - 2*x = 40 Solve the above equation for x.
What is the Measure of an angle if twice the measure of its supplement is thirty more than five times the measure of its supplement?
The supplement of an angle is (180) minus (the angle).Here we have an angle 'A', and we are told that: 2( 180 - A ) = 30 + 5( 180 - A ). We calculate:360 - 2A = 30 + 900 - 5A = 930 - 5A (clear parentheses)3A = 570 (Add 5A - 360 to both sides)A = 190 (Divide both sides by 3)Check:Its supplement is (180 - 190) = -102(-10) (?=?) 30 + 5(-10)-20 (?=?) 30 - 50-20 = -20 Yes !
The angle of rotation is the measure of the angle formed by the lines?
the answer is twice. the angle of rotation is twice the measure
The supplement of an angle is 30 degrees less than twice the measure of the angle itself find the angle and its supplement?
two-thirds of an angle is 30degree more than its supplemant. find the angle
An angle's measure is twice its supplement's what is the measure of the two angles?
A supplemental angle "completes" a given angle to make it a straight angle (180 degrees). The supplement of 90 is 90. The supplement of 100 is 80. As long as the two angles add up to 180 they supplement each other. So, you have some angle, x and its supplement, 180-x. The supplement is twice as big as the angle. 180-x = 2*x Solve for x and you're done!
If the supplement of an angle os twenty more than twice its complement what is the angle?
The angle is 20 degrees
Is half as large as twice its supplement?
yes
The measure of an angle is 12 less than twice the measure of its supplement what is the measure of the angle?
116 degrees
If An angle is twice as large as its complement How large is the angle?
60 degrees.
Half the supplement of an angle is 12 degreees less than twice the complement of the angle Find the measure of the angle?
40 degres
If the measure of an angle equals twice the measure of its supplement what is the measure of the angle?
120 Consider: You know that the supplement of an angle is equal to 180 minus the angle. You also know that an angle is twice it's supplement. Now, if you think of angle as being "A", and it's supplement being "S", then we can re-express the above statements like so: S = 180 - A A = 2S Then logically, we can replace the "S" in the second equation with the value we have for it in the first one: A = 2( 180 - A) and then solve that equation: ∴ A = 360 - 2A ∴ A + 2A = 360 ∴ 3A = 360 ∴ A = 360/3 ∴ A = 120
How do you find the measure of angle A if the supplement of angle A is 20 degrees greater than twice the complement of angle A?
The supplement of A is 180 - A The complement of A is 90 - A So, 180 - A = 2*(90 - A) + 20 or 180 - A = 180 - 2A + 20 So A = 20 degrees
What angle is twice the measure of its supplement and Find the measure of the two supplementary angles?
60 degrees and 120 degrees
What would be an equation for the statement five times the complement of an angle less twice the angle's supplement is 40 degreesFind the measure of the supplement?
Suppose the supplement of the angle is x degrees. Then the angle is 180 - x degrees. Therefore the complement of the angle is 90 - (180 - x) degrees = x - 90 degrees. So 5*(x - 90) - 2*x = 40 Solve the above equation for x.
Will the angle always be 60 if its twice as large as its compliment?
The sum of an angle and its complement is always 90 degrees. There's only one way for one of them to be twice as large as the other one.
