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The measure of an angle is 24o less than its complement, then the angle is ____.

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One angle is33 and other is 57.it goes like ------x+(x+24)=90 2x+24=90 2x=90-24 2x=66 X=33, the other angle is 33+24=57
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Teacher and Trainer of English, Communication Skills, Corporate Skills, IELTS, TESOL, CPE (English Proficiency) and Business English Trainer, English as a Second Language Trainer/Teacher, English,Maths and Sciences for Primary and Middle School

try to work backwards in maths. You know two angles that addupto 90 deg. x+y=90 eqaution (1) let y be the complement we know y=x+24 equation (2) as it is 24 more than x as x is 24 less then y replacing y with x+24 we get x+x+24=90 equation (3) so, 2x+24=90 --> 2x=90-24=66 --> x=66/2=33 -->y=x+24=33+24=57 Ans:...
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try to work backwards in maths. You know two angles that addupto 90 deg. x+y=90 eqaution (1) let y be the complement we know y=x+24 equation (2) as it is 24 more than x as x is 24 less then y replacing y with x+24 we get x+x+24=90 equation (3) so, 2x+24=90 --> 2x=90-24=66 --> x=66/2=33 -->y=x+24=33+24=57 Ans: the angle (x) measures 33 deg and it's complement measures 55 deg checking 57-33=24 and 57+33=90 read less
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B. A.

33 degrees and 57 degrees
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Trainer

angle a=90 - a - 24, 2a=66 ,a=33
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M.S. Computer Engineering

75 degrees
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Genuine artist in teaching mathematics in a very very simple yet exciting way

33 degrees
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Math,SC,SST upto 8 math,science upto 9

we know that when measure of two angle is 90 d then it compliment of each other so if it is going to less 24 d. So the other angle is 66d. Mithua
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Tutor

Let the two angles be x and y As they are compliments, x+y = 90.....(1) Given, x = y-24......(2) putting (2) in (1) y-24 + y = 90 So, 2y = 90+24 = 114 y = 57 Therefore from (2) x = 57-24 = 33.....answer.
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33 degree
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Let angle = x Complement of angle = 90 - x measurement equal to 24 less its complement gives a ridiculous equation so I think it should be equal to 24 less than its complement (like in the bold print to start): so x = 90 - x - 24 2x = 66 x = 33 So the measure of the angle is 3...
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