SOLUTION: 1.an angle is 14 degree more than its complementary angles. what is its measure?
2.if the supplement of an angle is 3 times its complement. find the angles?
3.two supplementary a
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-> SOLUTION: 1.an angle is 14 degree more than its complementary angles. what is its measure?
2.if the supplement of an angle is 3 times its complement. find the angles?
3.two supplementary a
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Question 327580: 1.an angle is 14 degree more than its complementary angles. what is its measure?
2.if the supplement of an angle is 3 times its complement. find the angles?
3.two supplementary angles differ by 48 degree .find the angles?
4.write the complement of each angle
30 degree,20'
52 degree 30'29'
5 degree
You can put this solution on YOUR website! Hello,
I'll help you with the first, let's see if you can do the others.
Let x be one of the angles and x+14 be the other. We know it adds up to 90 degrees.
x+x+14=90
Combine like terms and subtract 14 from both sides:
2x=76
Divide bothsides by 2 to get:
x=38
So one angle is 38 degrees and the other is:
52 degrees.
Got it?
RJ
www.math-unlock.com
