Reciprocal of 29/7 is class 7
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Answer:
Reciprocal of 29/7 is 7/29
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Theory:
For the reciprocal of any constant term you just simply need to raise it to a power of -1.
That is, Reciprocal of any constant term 'a/b' is (a/b)^-1 which is in turn b/a.
Thus, Reciprocating a number can also be defined by exchanging the places the numerator and denominator.
Answer:
Reciprocal of the number 29/7, according to the above explained theory, is:
Reciprocal(29/7) = (29/7)^-1
= (7/29)^1
= 7/29
Thereby, the reciprocal of 29/7 is 7/29.
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