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Basic Math/reciprocal and inverse
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Question
is it safe to say that reciprocal is for a single fraction and inverse is related to a function if not what is the true different.
Theo,
"inverse" can apply to a number of different situations.
In ordinary arithmetic the additive inverse is the negative: the additive inverse of 2 is -2.
The multiplicative inverse is the reciprocal: the multiplicative inverse of 2 is .
If we are talking about functions, then the inverse function is the inverse with respect to "composition of functions": f(f-1(x))= x and f-1(f(x))= x.
The word "inverse" can be applied to all of those (and more) but "reciprocal" only applies to multiplicative inverse.
I hope this helps.
Regards,
Pawan
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| Comment | thank you I think it is coming into clearness for me. I guess asking what is the difference between inverse and reciprocal is a little circular since reciprocal is a kind of inverse the multiplicative kind. thanks. | ||
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Answers by Expert:
Pawan Musale
Expertise
I can answer Basic Mathematics questions like: Natural Numbers, Integers, Real Numbers, Complex Numbers, Number Theory, Geometry, Trigonometry, Graph Theory, Square Roots, Basic Integration, Profit-Loss problems, Work-Time problems, Equations etc I can try to answer questions of probability and set theory
Experience
Tutoring on allexperts.com since long time
Education/Credentials
I am Bachelor of Engineering (Instrumentation) from the reputed institute in India.
Awards and Honors
I was 18th in High School Scholarship examination in Maharashtra State of India.
I was second in Mathematics in Maharashtra State in Secondary School Certificate examination.
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