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f x( ) = 2x
f x ′ 4 5 3 f x x x = - + 16 f x = f x x x = f x xe = ln 3 1 f x x = + ln f x e
f x x = f x x = f x x = f x x = - 4 f x x = + f x x = - 1 f x x =
f x x = f x x = f x x = f x x = - 2 f x x = + 3 f x x = - 1 f x x = - 2 3 f x x = -
f x x = f (4) 2 f f ( , ) x y : ( , ) x y : 2 0.25( 4) y x = + − . 3 f (3) 2 0.25(3 4
f x x = 2 x = to 8 x = . 3 x = ? 3 5 3 x b x f x bx x + ≤ = + > f x ′ f f ′
f x x = . 2 y x = 1 3 y x = + 3 y x = - 1 5 1 y x = + +
f x x 2 f x x x = = 1 f x x x = =
f x x 2 = x g x = + k x x x = x g x = - y g x = - y g x = -
f x x 1 2 = + − f x x 2 3 x = − − f x x 1 x 2 = + + 1 f x x 9 = −
f x if ( ) 3
F x B - Ninova
f x ax bx c = + + or y ax bx c = 0 a ≠ ). 0 0 2 b a - 0 0,c
f x ( ) = 3 f ( )2 9 = x = ( ) log = = 3 3 1 ( ) log = = 9 9 2 ( ) log x log y
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F Use of General Nouns in Developing Texts - Answers
F undament F oundation FOR IMMEDIATE RELEASE 4 August 2016
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