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5. A binary operation is defined on the set of real numbers by a*b = a + b - ab, where a, b£R. (i) Determine whether or not * is distributive over ordinary addition (+) on R. on)​
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5. A binary operation is defined on the set of real numbers by a*b = a + b - ab, where a, b£R.

(i) Determine whether or not * is distributive over ordinary addition (+) on R. on)​

User Kelly Larsen
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Answer:

isjsjdjejejrjebdkxn nsksksnenmdnxee nu pot snndnsnenenene

User Oklas
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