If the binary operation * on the set of integers Z, is defined by a*b=a+3b^2 then find the value of

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If the binary operation * on the set Z of integers is defined by `a*b=a+3b^2,` find the value of... If the binary operation * on the set Z of integers is defined by `a*b=a+3b^2,` find the value of...
If the binary operation * on the set Z of integers is defined by a * b = a + 3b^2, find the value of If the binary operation * on the set Z of integers is defined by a * b = a + 3b^2, find the value of
If `**` be the binary operation on the set `ZZ` of all integers, defined by `a**b=a+3b^(2)`, find If `**` be the binary operation on the set `ZZ` of all integers, defined by `a**b=a+3b^(2)`, find
If an operation `**` on the set of integers `Z` is defined by `a**b=2a^2+b` then find (i If an operation `**` on the set of integers `Z` is defined by `a**b=2a^2+b` then find (i
Determine if each of the following is Binary Operation on the Given Set Determine if each of the following is Binary Operation on the Given Set
Let * be a binary operation on the set I of integers, defined by a*b =2a+b-3. Find the value of 3*4. Let * be a binary operation on the set I of integers, defined by a*b =2a+b-3. Find the value of 3*4.
JAMB Mathematics Past Question 47 (Binary Operation) | Explained JAMB Mathematics Past Question 47 (Binary Operation) | Explained
On Z, the set of all integers, a binary operation * is defined by a*b = a + 3b-4. Prove that * is ne On Z, the set of all integers, a binary operation * is defined by a*b = a + 3b-4. Prove that * is ne