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 Mar6 revised Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra? added detail Mar6 comment Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra? Thank you for all your time and effort. Mar6 comment Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra? Thank you for your time and effort. May I ask your opinion about user 685252's answer? Mar6 comment Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra? May I ask your opinion about user 685252's answer? Mar6 comment Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra? So by saying: 1 is its own reciprocal because 1*1=1, which can be said is a special case of a*1=a, we can go directly to the definition of division. Mar1 comment Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra? @user18921 Do you think that this question is too trivial to ask for a more detailed solution? Jan22 accepted About the function $f(a) = \int \limits_0^{\infty} \frac{\ln y}{e^{ay} + 1} \ dy$ Jan17 comment How to deal with the temporary nature of my knowledge? @BillDubuque thank you for returning. Jan16 awarded Quorum Jan13 awarded Yearling Jan7 comment Can Prime numbers be negative? Please define what you mean by "generic." Also what does "So, of the integers, 7 represents both 7 and -7." mean? Jan5 comment Can Prime numbers be negative? It is the numeral $7$ that represents a particular number, while the numeral $-7$ represents the opposite or additive inverse of $7$. Dec30 comment Solve $6^x=36\cdot (9.75)^{x-2}$ clever approach Dec28 revised Find five consecutive odd integers such that their sum is $55$. added 54 characters in body Dec28 answered Find five consecutive odd integers such that their sum is $55$. Dec14 comment Show the indivisibility What would the border between LHF and MHF be called? Welcome back! Dec12 comment Is this a misuse of the word “evaluate”? Could you please give me your opinion about this? Nov29 comment Is this a misuse of the word “evaluate”? I found this article if you're interested. Nov28 comment Is this a misuse of the word “evaluate”? The last question in this "fifth-graders" introduction to continued fractions asks: "By trying several examples, discover and describe the relationship between the continued-fraction forms of a fraction and its reciprocal." At this point I don't think I'm smarter than a fifth-grader. Nov28 accepted Is this a misuse of the word “evaluate”?