College AlgebraRonald Press Company, 1950 - 493 páginas |
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Página 99
... abscissa of P is OA , never AO . DEFINITION II . By the ordinate of the point P we mean the directed ( perpendicular ) distance from the x - axis to the point P ; that is , the ordinate of P is AP , never PA . The two directed distances ...
... abscissa of P is OA , never AO . DEFINITION II . By the ordinate of the point P we mean the directed ( perpendicular ) distance from the x - axis to the point P ; that is , the ordinate of P is AP , never PA . The two directed distances ...
Página 100
... abscissa is positive ) along the x - axis and from this point ( the point A of the above discussion ) measure up ... abscissa or the ordinate of any point lying above the x - axis ; below the x - axis ? 4. What statement can be made ...
... abscissa is positive ) along the x - axis and from this point ( the point A of the above discussion ) measure up ... abscissa or the ordinate of any point lying above the x - axis ; below the x - axis ? 4. What statement can be made ...
Página 103
... abscissa of the point where the graph crosses the x - axis . Similarly , x = −3 -3 and x = 2 are the abscissas of the points where the graph of the function x2 + x 6 of Example 2 of that same article crosses the x - axis . In general ...
... abscissa of the point where the graph crosses the x - axis . Similarly , x = −3 -3 and x = 2 are the abscissas of the points where the graph of the function x2 + x 6 of Example 2 of that same article crosses the x - axis . In general ...
Contenido
PART IINTRODUCTORY TOPICS CHAPTER | 3 |
Subtraction and Division of Positive Integers | 4 |
The Prime Factors of a Positive Integer | 5 |
Derechos de autor | |
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Términos y frases comunes
algebraic expression arithmetic arithmetic means ax² ax³ Binomial Binomial Theorem bx² called coefficients column common factor common logarithm complex numbers compounded computation constant term corresponding decimal places defined definition degree denote determinant difference digits divided divisor Draw the graph equal to zero equation f(x EXAMPLE EXERCISES Find exponents Find the number Find the sum Find the value formula geometric given equation harmonic means Hence ILLUSTRATION inequality left member linear equation loga logarithm lowest terms mantissa mathematical induction matrix method multinomial multiplying Note nth root obtained pair of numbers parentheses partial fractions polynomial positive integers positive number preceding article proof quadratic equation quadratic function quotient radical radicand rational number real number Reduce right member sequence Solution Solve square root subtraction symbol synthetic division theorem three numbers trinomial variable x-axis y-intercept