Home
Class 12
MATHS
Let **be the binary operation on N defi...

Let `**`be the binary operation on N defined by `a ** b = HdotCdotFdot`of a and b. Is `**`commutative? Is `**`associative? Does there exist identity for this binary operation on N?

Promotional Banner

Similar Questions

Explore conceptually related problems

Let ** be the binary operation on N defined by a"*"b = H.C.F of a and b . Is ** commutative ? Is ** associative ? Does there exist identity for this binary operation on N ?

Let * be the binary operation on N defined by a* b = HCF of a and b. Is * commutative? Is * associative? Does there exist identity for this binary operation on N?

Let ** be the binary opertion on N defined by a **b=H.C.F. of a and b. Is ** commutative ? Is ** associative ? Does there exist identity for this binary opertion on N ?

Let ** be the binary opertion on N defined by a **b=H.C.F. of a and b. Is ** commutative ? Is ** associative ? Does there exist identity for this binary opertion on N ?

Let be the binary operation on N defined by a*b = H.C.F. of a and b: Is '*' commutative? Is * associative ? Does there exist identity for this binary operation on N ?

Let ** be binary operation on N defined by a ** b = HCF of a and b. Show that ** is both commutative and associative.

Let * be a binary operation on N defined by a ** b = HCF of a and b. Show that * is both commutative and associative.