Math Is Numerical Literature.

Multiple-choice questions 1For the situation with radiation diagram f(x) = , which of the quest is the maximum acres? A(((, 25] B[(5, 5] C(((, (25] D(25, () E[25, () 2If f is a luck for which the territorial dominion is f(x) = ( x, where x is real, the die hard for the opposite word component part f (1 is: Af (1(x) = + x Bf (1(x) = ( Cf (1(x) = Df (1(x) = ( x Ef (1(x) = ( x 3For f: [ (1, 5)( R, f(x) = x2, the be given is: AR B[0, () C[0, 25) D[4, 25] E[0, 5] 4A put to work has conventionalism, f(x) = 5x1/3 ( 1, x ( R. The approach pattern for the inverse function is: Af (1(x) = ( 1 Bf (1(x) = Cf (1(x) = ()3 Df (1(x) = [pic] Ef (1(x) = 5x3 + 1 5(?2, 6) [pic](?(, 3] = A(?(, 2) B(?(, 6) C(?2, 3] D(6, 3) E(?2, 6) 6(?2, 6) [pic] (?3, 3] = A(?3, 6) B(?(, 6] C(?2, () D(?3, ?2) E(?2, 3] 7Which of the following functions is not one-to-one?

Af(x) = 9 ? x2, x ( 0 Bf(x) = ? 9 Cf(x) = 1 ? 9x Df(x) = Ef(x) = 8The function f: (?3, 4] ( R, f(x) = x2 ? 3 has domain: A(6, 13) B[ ?3, 13] C(0, 6) D[0, 13] E(?3, 6] 9The range of the function with in writing(p) record as shown is: [pic] AR B(?1, 12) C(0, 3) D[?4, 12) E[0, 12) 10State the maximal domain of the function with rule f(x) = AR{(5} BR{(0} CR+ D[(5, () E((5, () 11The range of the function with rule f(x) = |x ? 4| + 3 is: A(4, () BR C[3, () D(4, () E(?1, () 12For f: (a, b] ( R, f(x) = 5 ? x where a < b the range is: A(5 ? a, 5? b) B(5 ? a, 5 ? b] C(5 ? b, 5 ? a) D(5 ? b, 5 ? a] E[5 ? b, 5 ? a) 13If f(x) = x2 + 1 and g(x) = 2x + 1 then f(g(a)) = A4a2 + 4a + 1 B4a C4a2 + 4a + 2 D4a2 + 1 E2a2 + 1 14If f (x) = then the range of f is: A(?(, 10] B (?(, 2) C(?(, 2] D[2, () ( (?2, 0] ER 15For the function with rule f(x) = , f(a + 2) + f(a ? 2) = A B C D E...If you exigency to get a full essay, order it on our website: Orderessay

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