prove that 2 +√3 is irrational
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2
Answer:
let us assume 2+√3 as rational.
⇒2+√3=a/b
∴2-a/b=-√3 or √3=a/b-2
⇒√3=a/b-2
√3=a-2b/b
∵a and b are positive integers
∴a-2b/b is rational
⇒√3 is rational
but we know that √3 is irrational
∴⇒2+√3 is irrational
Hope it helps.....
Answered by
0
Answer:
2+√3 is irrational
Step-by-step explanation:
always we assume that number is rational number
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