The Elements of Algebra in a New And Easy Method; With Their Use And Application
The Elements of Algebra in a New And Easy Method; With Their Use And Application
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In our eReader you can find the full English version of the book. Read The Elements of Algebra in a New And Easy Method; With Their Use And Application Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book The Elements of Algebra in a New And Easy Method; With Their Use And Application
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To quickly assess the difficulty of the text, read a short excerpt:
2 «?
is nothing, for e — 25 = O as above, it follows that the Quotient: muft be nothing, or equal to nothing, that is, e — 20 = o -, thea tranfpofing 20, we have e = 20, which is the other Value of e, in this Quadratic} Ambiguous Equation ; therefore, I fay the youngeji Brother was but 20 Years of Age, And upon this Value of e, if we take the third Step of the Work to the Queftion, that is, a = s — e, we {hall find a = 25, whence the eldeft Brother was 25 Years of Age, and thefe are the true Ag...es of the two Brothers ; for their Ages anfwer the Conditions of the Queftion, and it is a poffible Cafe, whereas though the other Numbers anfwered the Conditions of the Queftion, yet it was impoftible for the youngeji Brother to be 25, when the eldeft was but 20 Years old, B b 2, From Hosted by G00gle 188 ALGEBRA.
From the Work of the Queftion we found - e = 25 But now we have found - - e zz 20 The Sum of thefe two Values of e, is - 45 But obferving where we put this Quadratic Equation into Numbers, and made it equal to nothing, we {hall find the Co-efficient of the firil Power of e to be — 45, but the Sum of the two Values of e is + 45> as above, and concerning thefe Quadratic Equations, Algebraijls give us this SCHOLIUM.
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To quickly assess the difficulty of the text, read a short excerpt:
2 «?
is nothing, for e — 25 = O as above, it follows that the Quotient: muft be nothing, or equal to nothing, that is, e — 20 = o -, thea tranfpofing 20, we have e = 20, which is the other Value of e, in this Quadratic} Ambiguous Equation ; therefore, I fay the youngeji Brother was but 20 Years of Age, And upon this Value of e, if we take the third Step of the Work to the Queftion, that is, a = s — e, we {hall find a = 25, whence the eldeft Brother was 25 Years of Age, and thefe are the true Ag...es of the two Brothers ; for their Ages anfwer the Conditions of the Queftion, and it is a poffible Cafe, whereas though the other Numbers anfwered the Conditions of the Queftion, yet it was impoftible for the youngeji Brother to be 25, when the eldeft was but 20 Years old, B b 2, From Hosted by G00gle 188 ALGEBRA.
From the Work of the Queftion we found - e = 25 But now we have found - - e zz 20 The Sum of thefe two Values of e, is - 45 But obferving where we put this Quadratic Equation into Numbers, and made it equal to nothing, we {hall find the Co-efficient of the firil Power of e to be — 45, but the Sum of the two Values of e is + 45> as above, and concerning thefe Quadratic Equations, Algebraijls give us this SCHOLIUM.
What to read after The Elements of Algebra in a New And Easy Method; With Their Use And Application?
You can find similar books in the "Read Also" column, or choose other free books by Nathaniel Hammond to read onlineMoreLess
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