024. Show that 5V6 is an irrational number
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- 5√6 is an irrational number and question is (show that 5√6 is an irrational number. give reason)
Step-by-step explanation:
- Let 5v6 be a rational number, which can be expressed as a / b, whereb 0; a and bare co-primes. . 5v6 = a / b V6 = a / 5 b or, v6 = rational But, v6 is an irrational number. Thus, our assumption is wrong. Hence, 5v6 is an irrational number
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