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alex43079
alex43079
02.09.2020 • 
Mathematics

5) Let m be a rational number and n be an irrational number,
(m)(n) - C, assume c is rational
mnc
m
m
son is rational, contradicting the initial assumption
m
The proof shows that the product of an irrational and rational number is
Explain.
A)
rational Since an irrational number cannot equal a rational number.
B)
irrational. Since an irrational number cannot equal a rational number
09
rational. Since you can write it as the division of two rational numbers.
D)
irrational Since you can write it as the division of two rational numbers.

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