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{"ops":[{"insert":"Some of the following statements below are true, and some are false. Prove all those statements are true, and for those are false explanation why the statement is false."},{"insert":"\n"},{"insert":""},{"insert":"\n"},{"insert":""},{"insert":"\n"},{"insert":"a. If R is an integral domain and about=av with a is not equal to 0 then b=c."},{"insert":"\n"},{"insert":""},{"insert":"\n"},{"insert":"b. If F is a field then it must be an integral domain."},{"insert":"\n"},{"insert":""},{"insert":"\n"},{"insert":"c. If R is an integral domain then it must be a field."},{"insert":"\n"},{"insert":""},{"insert":"\n"},{"insert":"d. 4Z is an ideal of (Q,+,\u2022), the ring of rationals."},{"insert":"\n"},{"insert":""},{"insert":"\n"},{"insert":"e. 4Z is a subring of (Q,+,\u2022), the ring of rationals."},{"insert":"\n"}]}
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