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Delhi-2010
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Q14 of 46 Page 1

Using elementary row operations, find the inverse of the following matrix :

As we know


⇒ A=IA


⇒


⇒ (R1=R1-R2)


⇒ (R2=R2-R1)


⇒ (R1=R1-2R2)


⇒


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Let Z be the set of all integers and R be the relation on Z defined as R = {(a, b) ; a, b ∈ Z, and (a - b) is divisible by 5.} Prove that R is an equivalence relation.

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Prove the following:


OR


Prove the following:


Questions · 46
Delhi-2010
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