prove that √2+√3 is irrational
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Answer:
here is ur answer.
Step-by-step explanation:
it can easily be solved from the sentences taught in the chapter 1st of mathematics.
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Answered by
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Step1: let root 2+root3 be rational.
Step2:(root2+root3)sq.2=x sq.
Step.3:(root2)sq.+(root3)sq.+2*root2*root3=x sq.
Step4: 2+3+12=x sq.
Step5: root 17=x
Root 17 is rational according to our assumption. Thus, it it an irrational no.
Therefore, we can say that root2+ root3is irrational.
Hence proved.....
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