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What the measures of two complementary angles are (3x plus 6) and (7x plus 6). What is the measure of the larger angle?
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The measure of an angle is 4 times its complements find the measures of both angles?
Complementary angles total 90 degrees so smaller is 90/5 ie 18 and larger 72.
The negative difference between the measures of supplementary angles is -45. Find the measure of the larger angle?
112.5 degrees
What is the relationship between complementary and supplementary angles?
For any given angle, its supplementary angle is 90 degrees larger than its complementary angle.
What is the difference between adjacent and supplementary angles?
Supplementary angles are two angles whose measures add to 180 degrees. Adjacent angles are two angles that happen to lie next to each other, so that they combine to form a larger angle whose measure is the sum of the measures of the adjacent angles. Angles may be both adjacent and supplementary, in which case they will form a straight angle.
Two angles are supplementary and one measures 60 less than the other Find the measure of the larger angle?
Two supplementary angles add up to 180 degrees. If one measures 60 less than the other, they must be 60 and 120 degrees, so the measure of the larger angle is 120 degrees. To find that algebraically, where m is the larger angle: m+(m-60)=180 2m=240 m=120
Two angles are complementary One angle has a measure that is five times the measure of the other angle What is the measure in degrees of the larger angle?
Complementary angles are angles that add up to 90 degrees. If the smaller angle is x, the larger is 5x, so 6x = 90. X equals 15, and the larger angle measures 75 degrees.
The measure of an angle is 4 times its complements find the measures of both angles?
Complementary angles total 90 degrees so smaller is 90/5 ie 18 and larger 72.
Two angles are complementary the sum of the measures of the larger angle and three times the measure of the smaller angle is 114 degrees what is the measure of each angle?
The question is contradictory as complimentary angles are defined as having a sum of 90 degrees.
Two angles are complementary the measure of the larger angle is twice the measure of the smaller angle find the measure of the larger angle?
the larger angle is 60 and the smaller angle is 30.complimentary angles are 2 angles forming 90 degrees.
What is The measure of the smaller of two complementary angles is 15 degrees less than the measure of the larger angle Find the measure of each angle?
Two angles that add up to a right angle are called complementary angles.Let the larger angle be x degrees, then the smallest angle is x - 15 degrees. So we have:x + (x - 15) = 902x - 15 = 902x - 15 + 15 = 90 + 152x = 1052x/2 = 105/2x = 52.5x - 15 = 52.5 - 15 = 37.5Thus, the complementary angles are 37.5 and 52.5 degrees.
The negative difference between the measures of supplementary angles is -45. Find the measure of the larger angle?
112.5 degrees
The larger of two complementary angles measures 6 degrees less than twice the smaller angle find the degree measure of each angle?
let x=smaller angle2x-6=larger anglex+(2x-6)=903x-6=903x=96x=322x-6=58
In the right triangle the ratio of the measures of the two acute angles is 41what is the measure in degreesof the larger acute angle?
72
One of two complementary angles has a measure that is six more than twice the other's Find the measure of the larger angle?
this is what i have: X= 6+(90-X)+2(90-X) and i got 42 degrees?
What is the relationship between complementary and supplementary angles?
For any given angle, its supplementary angle is 90 degrees larger than its complementary angle.
What is the difference between adjacent and supplementary angles?
Supplementary angles are two angles whose measures add to 180 degrees. Adjacent angles are two angles that happen to lie next to each other, so that they combine to form a larger angle whose measure is the sum of the measures of the adjacent angles. Angles may be both adjacent and supplementary, in which case they will form a straight angle.
In the right triangle the ratio of the measures of the two acute angles is 4 to 1 what is the measure in degrees of the larger acute angle?
It is: 72 degrees
