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Write the complement of each of the foll...

Write the complement of each of the following angles:
`46^(@)`

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To find the complement of the angle \(46^\circ\), we can follow these steps: ### Step-by-Step Solution: 1. **Understand the Concept of Complementary Angles**: Complementary angles are two angles whose sum is \(90^\circ\). 2. **Identify the Given Angle**: The angle we have is \(46^\circ\). 3. **Use the Formula for Complement**: To find the complement of an angle, we subtract the angle from \(90^\circ\). \[ \text{Complement of } 46^\circ = 90^\circ - 46^\circ \] 4. **Perform the Calculation**: Now, we will do the subtraction: \[ 90^\circ - 46^\circ = 44^\circ \] 5. **State the Result**: Therefore, the complement of \(46^\circ\) is \(44^\circ\). ### Final Answer: The complement of \(46^\circ\) is \(44^\circ\). ---
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ICSE-LINES AND ANGLES-Exercise 17A
  1. How many degress are there in: a straight angle

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  2. How many degress are there in: (2)/(5) straight angle

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  3. Write the complement of each of the following angles: 46^(@)

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  4. Write the complement of each of the following angles: 90^(@)

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  5. Write the complement of each of the following angles: (3)/(5) of a r...

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  6. Write the complement of each of the following angles: (x +12)^(@)

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  7. Write the complement of each of the following angles: 34^(@) 27^@

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  8. Write the complement of each of the following angles: 42^(@) 36'25''

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  9. Write the supplement of each of the following angles: 58^(@)

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  10. Write the supplement of each of the following angles: 105^(@)

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  11. Write the supplement of each of the following angles: 0.6 of a right...

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  12. Write the supplement of each of the following angles: (x-30)^(@)

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  13. Write the supplement of each of the following angles: 62^(@) 56'

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  14. Write the supplement of each of the following angles: 83^(@) 45'30''

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  15. If x^(@) and (x + 30)^(@) are complements of each other, find the valu...

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  16. If z^(@) and (z + 50)^(@) are supplements of each other, find the valu...

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  17. Two complementary angles are in the ratio 4:5. Find the angles

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  18. Two supplementary angles are in the ratio 7: 8. Find the angles

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  19. 25% of an angle is the complement of 50^(@). Find the angle

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  20. 80% of an angle is the supplement of 140^(@). Find the angle

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