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Geometry
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Question 1 of 10
1. Question
The complement of 31^{0}17’ is
Correct
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer :
58^{0}44’
Explanation: 90^{0} – 31^{0}17’ = 89^{0}60’ – 31^{0}17’ = 58^{0}44’ 
Question 2 of 10
2. Question
Supplement of (1202xy)^{0} is
Correct
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer :(60 + 2x +y)^{0}
Explanation: 180^{0} – (1202xy) = 60 +2x +y 
Question 3 of 10
3. Question
Statement A : 154^{0}1’ is the supplement of 25^{0}59’
Statement B : 37^{0}18’ is the complement of 42^{0 }33’
Correct
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer :Statement A is correct and statement B is incorrect

Question 4 of 10
4. Question
Correct
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer : Statement A is incorrect and statement B is correct
Explanation: If the sum of two angles is 1800 the angles are called supplementary. 
Question 5 of 10
5. Question
Correct
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer : 45^{0}
Explanation : (150x)+(30+x)+(45x) = 180 [Sum of angles on a straight line]. 
Question 6 of 10
6. Question
If two complementary angles are in the ratio 2 : 7 , they are
Correct
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Incorrect
OOPs! Incorrect Answer
Correct Answer :
Explanation: 2/9 of 90^{0} and 7/9 of 90^{0 } 
Question 7 of 10
7. Question
25% of an angle is the supplement of 80^{0} , the angle is
Correct
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer :
400^{0}
¼ X x = 100
x = 400^{0 } 
Question 8 of 10
8. Question
20% of x is complement of 20% of 2x. What is x?
Correct
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer : x = 150^{0}
Explanation : 1/5 x = 90 – 1/5 X 2x1/5x + 2/5 x = 90
3/5 x= 90x = 150^{0}

Question 9 of 10
9. Question
Find complement of x?Correct
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer :80^{0}
Explanation:9x = 90
x = 10
Complement of x = 80

Question 10 of 10
10. Question
Category: LOGICAL REASONING
The values of A and B areCorrect
Well Done!
Incorrect
OOPs! Incorrect Answer
Correct Answer :65 , 15
Explanation: First row 1^{3}+ 1 , 2^{3}+1,3^{3}+1 , 4^{3}+1
1^{2}1, 2^{2}1,3^{2} 1 4^{2}1