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Answers
Answer:
a) 2/1,0/2 b) 2/3,2/3 c) 9/5,5/9 d) 11/4,11/3 e) 3/16,3/16 f) 3/2,3/2
Step-by-step explanation:
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Answer:
(2) (a) Are
(b) Are NOT
(c) Are
(d) Are NOT
(e) Are NOT
(f) Are
Step-by-step explanation:
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(2)
(a) 1/2 , 2
Take anyone of the given two numbers.
Let us take 2.
So, reciprocal of 2 will be 1/2.
Hence, Both are Reciprocals of each other.
(b) 3/2 , 3/2
Take anyone of the given two numbers.
Let us take 3/2.
So, reciprocal of 3/2 is 1/(3/2) = 2/3 ≠ 3/2.
Hence, Both are NOT Reciprocals of each other.
(c) 5/9 , 9/5
Take anyone of the given two numbers.
Let us take 5/9.
So, reciprocal of 5/9 is 1/(5/9) = 9/5
Hence, Both are Reciprocals of each other.
(d) 4/11 , 3/11
Take anyone of the given two numbers.
Let us take 4/11.
So, reciprocal of 4/11 is 1/(4/11) = 11/4 ≠ 3/11.
Hence, Both are NOT Reciprocals of each other.
(e) 5 1/3 , 16/3 = 16/3 , 16/3
Take anyone of the given two numbers.
Let us take 16/3.
So, reciprocal of 16/3 is 1/(16/3) = 3/16 ≠ 16/3.
Hence, Both are NOT Reciprocals of each other.
(f) 2/3 , 1 1/2 = 2/3 , 3/2
Take anyone of the given two numbers.
Let us take 3/2.
So, reciprocal of 3/2 is 1/(3/2) = 2/3.
Hence, Both are Reciprocals of each other.
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