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Let a and b belong to a ring R and let m be an integer.

Chapter 12, Problem 14E

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QUESTION:

Problem 14E

Let a and b belong to a ring R and let m be an integer. Prove that m · (ab) = (m · a)b = a(m · b).

Questions & Answers

QUESTION:

Problem 14E

Let a and b belong to a ring R and let m be an integer. Prove that m · (ab) = (m · a)b = a(m · b).

ANSWER:

Step 1 of 2

The following data is given:

The elements of the ring are, a and b.

The integer is given as, m.

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