12th Std Maths Ex.12.1(5)(i) Define an operation * on Q as follows; a*b = a+b/2 Examine the closure

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12th Std Maths Ex.12.1(5)(ii) Define an operation * on Q as follows; a*b = a+b/2 Examine  identity
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12th Std Maths Ex.12.1(5)(ii) Define an operation * on Q as follows; a*b = a+b/2 Examine identity

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12th Std Maths Ex.12.1(3) Let * be defined on R by a*b = a+b+ab-7. Is * binary on R. If so find 3*(

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12th Std Maths Ex.12.1(9)(i) Let M={(x x)}: R-{0} and let * be the matrix mul. Det closure, commutat

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12th Std Maths Ex.12.1 Example 12.10. Verify closure, commutative, associative, identity x-11 of A={

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12th Std Maths Ex.12.1(8) Let A = [ 1 0 1 0], B= [ 0 1 0 1], C= [ 1 1 0 1] be any three Boolean matr

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12th Std Maths Ex.12.1(6) Fill in the following table so that the binary * on A{a,b,c} is commuta
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12th Std Maths Ex.12.1(6) Fill in the following table so that the binary * on A{a,b,c} is commuta

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