First Year Mathematics
First Year Mathematics
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In our eReader you can find the full English version of the book. Read First Year Mathematics 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 First Year Mathematics
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To quickly assess the difficulty of the text, read a short excerpt:
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202. Model A. — Plot the corresponding numbers which satisfy the equation 2x — Sy =6.
In this equation, for any value of x we can obtain a value of y. Thus, if a; = 5, 2 a: = 10, and we have © 10 - -32/ = 6 ® 10 = 3 2/ + 6 ® + 32/ 4 = 32/ ® -6 ® n = y ®-3 Again, if a; = 6, ?/ = 2; if x = —3, y = —4; and so on. Thus we obtain the following table of corresponding numbers: a:= -4, 2/= -4f x = i, y = -n a: = 5, 2/ = U x= -3, ?/= -4 x=%y= -% X = 6, 2/ = 2 a:= -2, y = -H a; = 3, 1/ = a: = 7, 2/ = 2...f x = 0, 2/= -2 a; = 4, 2/ = 1 X = 8, 2/ = 31 THE LOCUS OF AN EQUATION 175 These pairs of numbers will be represented by the points in Fig. 5, running up toward the right.
Fig. 5.
The Locus of an Equation 203. It would be found, on trial, that all the other pairs of corresponding numbers which satisfy this equation lie on the same line, i. E. , their points fall into line with those already put down. In fact, the straight line drawn through two points that represent any two answers to the equation is a complete list of all possible pairs of corresponding num- bers that satisfy the equation.
What to read after First Year Mathematics?
You can find similar books in the "Read Also" column, or choose other free books by George W Evans to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
?
202. Model A. — Plot the corresponding numbers which satisfy the equation 2x — Sy =6.
In this equation, for any value of x we can obtain a value of y. Thus, if a; = 5, 2 a: = 10, and we have © 10 - -32/ = 6 ® 10 = 3 2/ + 6 ® + 32/ 4 = 32/ ® -6 ® n = y ®-3 Again, if a; = 6, ?/ = 2; if x = —3, y = —4; and so on. Thus we obtain the following table of corresponding numbers: a:= -4, 2/= -4f x = i, y = -n a: = 5, 2/ = U x= -3, ?/= -4 x=%y= -% X = 6, 2/ = 2 a:= -2, y = -H a; = 3, 1/ = a: = 7, 2/ = 2...f x = 0, 2/= -2 a; = 4, 2/ = 1 X = 8, 2/ = 31 THE LOCUS OF AN EQUATION 175 These pairs of numbers will be represented by the points in Fig. 5, running up toward the right.
Fig. 5.
The Locus of an Equation 203. It would be found, on trial, that all the other pairs of corresponding numbers which satisfy this equation lie on the same line, i. E. , their points fall into line with those already put down. In fact, the straight line drawn through two points that represent any two answers to the equation is a complete list of all possible pairs of corresponding num- bers that satisfy the equation.
What to read after First Year Mathematics?
You can find similar books in the "Read Also" column, or choose other free books by George W Evans to read onlineMoreLess
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