A Higher Algebra

Cover A Higher Algebra
A Higher Algebra
George Albert Wentworth
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72/=2. 54( 12. ^±^ = 15 y-^ 8 g^_ 3y + 44 ^^QQ 19. 7(0;- 1)- 3(3/ + 8) 4^' + 2 ^ 5y + 9 9 2 13 3a:-5y . 3^ 2a;+y 2 5 Q a;-2y „a; y 4 2^3 20. 7a;+i(2y + 4)=16) 3y-i(:r+2)=8 i 14 4a;-3y-7 _3a; 2y 5 5 10 15 6 ^lJL^_3^_-^_^^^, ^, i_ 3 ^2 20 15 ^6^ 10 J 162 ALGEBRA.
21. 5^^4-3a; = 4y-2 5rr + 6y 3a;-2y _o o 6 4*^ 22 5a;-3 3a;-19 _^ ^y - x 2 2 3 2rg + y _ 9:g-7 ^. 30/ + 3) __ 4a. -+5y 2 8*4 16 (^+7)(y-2)+3 = 2:ry-(y-a)(. :+l)J 6a; + 9 3:r + 5y _3, 3:r + 4 4 "^ 4a:-6 "^ 2 8y+7 6:r-3. Y _, 4y-9 10 2y-8
..."^ 5 25. ^_g£ii5^20-^^-^^ 23 -a; 2 y^l3_^30_ 73-3. Y 2/4- . R-18 165. Literal Simultaneous Equations.
Solve : ax-\-hy = c a^x -\- Vy — c . } Note, The letters a^, b^ are read a prime, b prime. In like man- ner, a^^, a'^f are read a second, a third, and a^, a^, a^ are read a sub one, a sub two, a sub three. It is sometimes convenient to represent different numbers that have a common property by the same letter marked by accents or suffixes. Here a and a^ have a common prop- erty as coefficients of x.


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