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1-2.java×
Unit II · Control Structures

1.2

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工 y 4 3 2 1 . | | CN --x -1 0 1 2 3 4 4 2 Graph of f Th graph ofthe fncio fis shown shove, What is iy (2) w 4 ® 1 © + (0) The lit doss mot exis. 2 了 al fe a 二 . ENCE EE RCE TE TE TY 2 Graph of f The graph of the fncion fs shown shove. Whats im (2) @ 0 ® 1 © 2 (0) The lit doss mot exis


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oy [xT [am as Tam sor os [50 0] [sc [700 ots 1s] .00 0 [xT [os [om [or [oss [ono] [se [ots ar os [oss ss] rs oy [= [om [56 [sm ] Le [0 so 5 sr oso oa oy [= [sm] wos [em [wor [0s [oo] on] 2 Ca CO ET RE TE EC Ee [Ts em oo [om or os [ano] [se 7 rs ro os [sor wo [=o [em [0 [om [or [7 [0 7] [se [ssa ss 8 sss 3 oy [Te [em [oo [om or [7 [nc] [se sors sos. oy [oT [em [on [om or [0] [se [rsa nan se ose so 1] sutdmen lim f(z) = 57 (©) As z approaches 3. the values of f(z) approach .


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  1. Let f bea function thai defined for al ral numbers. Of th following, which i the best interpretation ofthe sutdmen lim f(z) = 77 (A) The value ofthe function fat = 21s 7. (8) The valu ofthe function fat = Tis 2. (©) As approaches 2. the values of f(z) approach 7 (0) As approaches 7. the values of f(z) approach 2

Your specification · round 1

Write, in natural language, what the program must do. Be clear in specifying:

  1. What the inputs and outputs are
  2. What functions and structures you will use
  3. What assumptions you are making

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Java · Unit II · Control Structures